Effect of atomic transfer on the decay of a Bose-Einstein condensate
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物理:absolute acceleration 绝对加速度absolute error 绝对误差absolute motion 绝对运动absolute temperature 绝对温度absolute velocity 绝对速度absolute zero 绝对零度absorption 吸收absorptivity 吸收率accelerated motion 加速运动acceleration of gravity 重力加速度acceleration 加速度accidental error 偶然误差acoustics 声学acting force 作用力adjustment 调节aether 以太air pump 抽气机air table 气垫桌air track 气垫导轨alternating current circuit 交流电路alternating current generator 交流发电机alternating current 交流电altimeter 测高仪ammeter 安培计amperemeter 电流计ampere 安培Ampere's experiment 安培实验Ampere's force 安培力Ampere's law 安培定律amperemeter 安培计amplitude 振幅angle of rotation 自转角,转动角angular acceleration 角加速度angular displacement 角位移angular velocity 角速度anion 负离子anisotropy 各向异性annihilation 湮没anode 阳极antenna 天线applied physics 应用物理学Archimedes principle 阿基米德原理area 面积argumentation 论证argument 辐角astigmatoscope 散光镜atomic nucleus 原子核atomic physics 原子物理学atomic spectrum 原子光谱atomic structure 原子结构atom 原子Atwood ' s machine 阿特伍德机average power 平均功率average velocity 平均速度Avogadro constant 阿伏加德罗常数Avogadro law 阿伏加德罗定律balance 天平ballistic galvanometer 冲击电流计band spectrum 带状谱barometer 气压计basicquantity 基本量basicunits 基本单位battery charger 电池充电器b a t t er y,a cc u m u la t o r 蓄电池battery 电池组beam 光束betatron 电子感应加速器Bohr atom model 玻尔原子模型boiling point 沸点boiling 沸腾bounce 反弹bound charge 束缚电荷bound electron 束缚电子branch circuit 支路breakdown 击穿brightness 亮度buoyancy force 浮力calorifics 热学camera 照相机capacitance 电容capacitor 电容器capillarity 毛细现象cathode ray 阴极射线cathode-ray tube 阴极射线管cathode 阴极cation 正离子cell 电池Celsius scale 摄氏温标centre of gravity 重心centre of mass 质心centrifugal force 离心力centripetal acceleration 向心加速度centripetal force 向心力chain reaction 链式反应chaos 混沌characteristic spectrum 特征光谱charged body 带电体charged particle 带电粒子charge 充电circular hole diffraction 圆孔衍射circular motion 圆周运动classical mechanics 经典力学classical physics 经典物理学cloud chamber 云室coefficient of maximum staticfriction 最大静摩摩系数coefficient of restitution 恢复系数coefficient of sliding friction 滑动摩擦系数coefficient 系数coherent light 相干光源coil 线圈collision 碰撞component force 分力component velocity 分速度composition of forces 力的合成composition of velocities 速度的合成compression 压缩concave lens 凹透镜concave mirror 凹面镜concurrent force 共点力condensation 凝结condenser 电容器conducting medium 导电介质conductor 导体conservative force field保守力场conservative force 保守力constant force 恒力constant 常量continuous spectrum 连续谱convergent lens 会聚透镜convex lens 凸透镜convex mirror 凸面镜coordinate system 坐标系coplanar force 共面力Corolis force 科里奥利力corpuscular property 粒子性corpuscular theory 微粒说Coulomb force 库仑力coulomb 库仑Coulomb's law 库仑定律counter 计数器creation 产生creepage 漏电crest 波峰critical angle 临界角critical resistance 临界电阻critical temperature 临界温度crystal 晶体current density 电流密度current element 电流元current source 电流源current strength 电流强度curvilinear motion 曲线运动cyclotron 回旋加速器damped vibration 阻尼振动damping 阻尼Daniell cell 丹聂耳电池data processing 数据处理data 数据decay 衰变definition of ampere 安培的定义defocusing 散集density 密度derived quantity 导出量derived unit 导出单位dielectric 电介质diffraction pattern 衍射图样diffraction 衍射diffuse reflection 漫反射digital timer 数字计时器dimensional exponent 量纲指数dimension 量纲diode 二级管diopter 屈光度direct current, DC 直流direct impact 正碰direct measurement 直接测量discharge 放电disorder 无序dispersion 色散electromagnet 电磁体electrometer 静电计first cosmic v elo c ity第一宇宙速度完全弹性碰撞impulse 冲量displacement 位移electromotive force 电动势fission 裂变incident angle 入射角divergent lens 发散透镜electron 电子fixed-axis rotation 定轴转动incident ray 入射线Doppler effect 多普勒效应double slit diffraction 双缝衍射driving force 驱动力dry cell 干电池echo 回声eddy current 涡流effective value 有效值elastic body 弹性体elastic force 弹[性]力elasticity 弹性electric charge 电荷electric circuit 电路electric corona 电晕electric energy 电能electric field 电场electric field intensity 电场强度electric field line 电场线electric flux 电通量electric leakage 漏电electric neutrality 电中性electric potential 电位,电势electric potential difference电位差,电势差electric potential energy 电位能electric power 电功率electric quantity 电量electrification 起电electrification by friction 摩擦起电electrified body 带电体electrode 电极electrolysis 电解electrolyte 电解质electromagnetic damping 电磁阻尼electromagnetic induction 电磁感应electromagnetic radiation 电磁辐射electromagnetic wave 电磁波electromagnetic wave spectrum 电磁波谱electromagnetism induction phenomenon 电磁感应现象electron beam 电子束electron cloud 电子云electron microscope 电子显微镜electron volt 电子伏特electroscope 验电器electrostatic equilibrium 静电平衡electrostatic induction 静电感应electrostatic screening 静电屏蔽elementary charge 基本电荷,元电荷energy 能量energy level 能级equilibrium 平衡equilibrium condition 平衡条件equilibrium of forces 力的平衡equilibrium position 平衡位置equilibrium state 平衡态equivalent source theorem 等效电源定理erect image 正像error 误差ether 以太evaporation 蒸发excitation 激发excitation state 激发态experiment 实验experimental physics 实验物理学external force 外力eyepiece 目镜far sight 远视Faraday cylinder法拉第圆筒Faraday law ofelectromagnetic induction 法拉第电磁感应定律Faraday's law ofelectromagnetic induct 法拉第电磁感应定律farad 法拉(电容的单位)film interference 薄膜干涉final velocity 末速度flotation balance 浮力秤fluid 流体focal length 焦距focusing 调焦,聚焦focus 焦点force 力forced vibration 受迫振动fractal 分形free charge 自由电荷free electron 自由电子free period 自由周期freezing point 凝固点frequency 频率friction force 摩擦力fusion 聚变galvanometer 电流计gas 气体general physics 普通物理学generator 发电机good conductor 良导体gravitation 引力gravity 重力gravitational potential energy重力势能gravity field 重力场ground earth 接地ground state 基态ground wire 地线hadron 强子half life period 半衰期heat 热heat transfer 传热henry 亨利hertz 赫兹(频率的单位)Hooke law 胡克定律humidity 湿度hydrogen 氢原子hypothesis 假设ice point 冰点ideal gas 理想气体image 像image distance 像距image height 像高imaging 成像imperfect inelastic collision 非indirect measurement 间接测量induced electric current 感应电流induced electric field 感应电场induction current 感应电流induction electromotive f o r c e感应电动势induction motor 感应电动机inertia 惯性inertial force 惯性力inertial system 惯性系infrared ray 红外线infrasonic wave 次声波initial phase 初位相initial velocity 初速度input 输入instantaneous power 瞬时功率instantaneous velocity 瞬时速度instrument 仪器insulated conductor 绝缘导体insulating medium 绝缘介质insulator 绝缘体intensity of sound 声强interference 干涉interference fringe 干涉条纹interference pattern 干涉图样interferometer 干涉仪internal energy 内能internal force 内力internal resistance 内阻intonation 声调inverted image 倒像invisible light 不可见光ion beam 离子束ionization 电离irreversible process 不可逆过程isobaric process 等压过程isobar 等压线isochoric process 等体积过程isothermal 等温线isothermal process 等温过程isotope 同位素isotropy 各向同性joule 焦耳(功的单位)Joule heat 焦耳热Joule law 焦耳定律Joule' law 焦耳定律Kepler law 开普勒定律kinematics 运动学kinetic energy 动能Laplace's equation 拉普拉斯方程laser 激光,激光器law 定律law of conservation of angular momentum 角动量守恒定律law of conservation of energy 能量守恒定律law of conservation of mass 质量守恒定律law of conservation of mechanical energy 机械能守恒定律law of conservation of momentum 动量守恒定律law of electric c h a r g e conservation 电荷守恒定律Le Systè me International d ` Unit ès 国际单位制(SI)lead 导线length 长度lens 透镜lens formula 透镜公式Lenz's law 楞次定律lepton 轻子Light ray 光线light source 光源light wave 光波lightning rod 避雷针light 光line spectrum 线状谱lines of current 电流线lines of force of electric field 电力线liquefaction 液化liquefaction point 液化点liquid 液体longitudinal wave 纵波loop 回路Lorentz force 洛仑兹力luminous intensity 发光强度magnetic field 磁场magnetic field intensity 磁场强度magnetic field line 磁场线magnetic induction flux 磁感应通量magnetic induction 磁感应强度magnetic induction line磁感应线magnetic material 磁性材料magnetic needle 磁针magnetic pole 磁极magnetics 磁学magnetism 磁学magnetization 磁化magnet 磁体magnification 放大率magnifier 放大镜,放大器manometer 流体压强计mass 质量mass defect 质量亏损mass-energy equation 质能方程matter 物质matter wave 物质波Maxwell's equations 麦克斯韦方程组mean speed 平均速率mean velocity 平均速度measurement 测量mechanical energy 机械能mechanical motion 机械运动mechanical vibration 机械振动mechanics 力学medium 介质melting fusion 熔化melting point 熔点metre rule 米尺microdetector 灵敏电流计micrometer caliper 螺旋测微器microscope 显微镜microscopic particle 微观粒子mirror reflection 镜面反射mirror 镜mixed unit system 混合单位制modern physics 现代物理学molar volume 摩尔体积molecular spectrum 分子光谱molecular structure 分子结构moment of force 力矩momentum of electromagneticfield 电磁场的动量momentum 动量motor 电动机multimeter 多用[电]表musical quality 音色N pole 北极natural frequency 固有频率natural light 自然光negative charge 负电荷negative crystal 负晶体negative ion 负离子negative plate 负极板network 网络neutralization 中和neutron 中子newton 牛顿(力的单位)Newton first law 牛顿第一定律Newton second law牛顿第二定律Newton third law 牛顿第三定律nonequilibrium state 非平衡态north pole 北极nucleus force 核力nucleus of condensation 凝结核object 物object distance 物距object height 物高objective 物镜observation 观察Oersted's experiment 奥斯特实验ohm 欧姆Ohm law 欧姆定律ohmmeter 欧姆计Ohm's law 欧姆定律open circuit 开路optical bench 光具座optical centre of lens 透镜光心optical fiber 光导纤维optical glass 光学玻璃optical instrument 光学仪器optical lever 光杠杆optical path difference 光程差optical path 光程(路)optically denser medium 光密介质optically thinner medium 光疏介质optics 光学orbit 轨道order 有序oscillograph 示波器output 输出overweight 超重parallel connection ofcondensers 电容器的并联parallelogram rule 平行四边形定律parallel-resonance circuit 并联谐振电路parameter 参量particle 质点,粒子Pascal law 帕斯卡定律path 路程peak 峰值pendulum 摆penumbra 半影perfect conductor 理想导体perfect elastic collision 完全弹性碰撞perfect inelastic collision 完全非弹性碰撞periodicity 周期性period 周期periscope 潜望镜permanent magnet 永磁体permittivity of vacuum 真空介电常数permittivity 电容率phase 位相phenomenon 现象photocurrent 光电流photoelectric cell 光电管photoelectric effect 光电效应photoelectron 光电子photography 照相术photon 光子physical balance 物理天平physical quantity 物理量physics 物理学piezometer 压强计pitch 音调Planck constant 普朗克常量plasma 等离子体point charge 点电荷polarization 偏振polarized light 偏振光polycrystal 多晶体poor conductor 不良导体positive charge 正电荷positive crystal 正晶体positive ion 正离子positive plate 正极板positron 正电子potential energy 势能potentiometer 电位差计power 功率pressure 压强,压力primary coil 原线圈principle of constancy of light velocity 光速不变原理prism 棱镜projectile 抛体projectile motion 抛体运动projector 投影仪proton 质子pulley 滑轮pulley block 滑轮组quantity of heat 热量quantization 量子化quantum 量子quantum mechanics 量子力学quantum number 量子数radar 雷达radioactive source 放射源radius of gyration 回旋半径random motion 无规则运动range 量程rated voltage 额定电压reacting force 反作用力real image 实像real object 实物reasoning 推理recoil 反冲rectilinear motion 直线运动reference frame 参考系,坐标系reference system 参考系reflected angle 反射角reflected ray 反射线reflection coefficient 反射系数reflection law 反射定律reflectivity 反射率refracted angle 折射角refracted ray 折射线refraction law 折射定律refraction coefficient 折射系数refractive index 折射率relative acceleration 相对加速度relative error 相对误差relative motion 相对运动relative velocity 相对速度relativity 相对论resistance 电阻resistance box 电阻箱resistivity 电阻率resistor 电阻[器]resolution of force 力的分解resolution of velocity 速度的分解resonance 共振,共鸣resonant frequency 共振频率resultant force 合力resultant velocity 合速度reversibility of optical path 光路可逆性reversible process 可逆过程rheostat 变阻器right-hand screw rule 右手螺旋定则rocker 火箭rotating magnetic field 旋转磁场rotation 自转,转动Rutherford scattering 卢瑟福散射Rutherford [α-particlescattering ]experiment 卢瑟福[α 散射]实验S pole 南极saturation 饱和scalar 标量scalar field 标量场scanner 扫描器second cosmic velocity 第二宇宙速度selective absorption 选择吸收self-induced electromotiveforce 自感电动势self-inductance 自感self-induction phenomenon 自感系数semiconductor 半导体semi-transparent film 半透膜sensitive galvanometer 灵敏电流计sensitivity 灵敏度sensitometer 感光计sensor 传感器series connection ofcondensers 电容器的串联series-resonan ce circuit 串联谐振电路short circuit 短路short sight 近视shunt resistor 分流电阻significant figure 有效数字simple harmonic motion (SHM)简谐运动simple harmonic wave 简谐波simple pendulum 单摆single crysta(l monocrystal)单晶体single slit diffraction 单缝衍射sinusoidal alternating current简谐交流电sinusoidal current 正弦式电流sliding friction 滑动摩擦slit 狭缝solar cell 太阳能电池solenoid 螺线管solidification 凝固solidifying point 凝固点solid 固体solution 溶液solvation 溶解sonar 声纳sound source 声源sound velocity 声速sound wave 声波sound 声[音]source 电源south pole 南极space 空间spark discharge 火花放电special relativity 狭义相对论specific heat capacity 比热容spectacles 眼镜spectral analysis 光谱分析spectral line [光]谱线spectrograph 摄谱仪spectrography 摄谱学spectroscopy 光谱学spectrum 光谱speed 速率spherical mirror 球面镜spontaneous radiation 自发辐射spring balance 弹簧秤stability 稳定性stabilized current supply 稳流电源stabilized voltage supply 稳压电源standard atmosphericpressure 标准大气压standard cell 标准电池standing wave 驻波static friction 静摩擦stationary state 定态steady current 恒定电流steady current source 恒流源steady voltage source 恒压源steam point 汽点stiffness 劲度[系数]stimulated radiation 受激辐射stop watch 停表sublimation 升华superconductivity 超导[电]性superconductor 超导体superposition principle ofelectric field 电场强度叠加原理superposition theorem 叠加定律supersaturation 过度饱和supersonic speed 超声速supersonic wave 超声波supply transformer 电源变压器surface resistance 表面电阻switch 开关system of concurrent forces 共点力系system of particles 质点系system of units 单位制systematic error 系统误差telescope 望远镜temperature 温度tension 张力the law of gravity 万有引力定律theorem 原理theorem of kinetic energy 动能定理theorem of momentum动量定理theoretical physics 理论物理学theory 理论thermal capacity 热容[量]thermal equilibrium 热平衡thermal motion 热运动thermal transmission 传热thermodynamic scale [of temperature ]热力学温标thermodynamic temperature 热力学温度thermometer 温度计thermometric scale 温标thermonuclear reaction 热核反应thick lens 厚透镜thin lens 薄透镜third cosmic velocity 第三宇宙速度three-phase alternating current 三相[交变]电流time 时间timer 定时器,计时器torsion balance 扭秤total reflection 全反射trajectory 轨道transformer 变压器transistor 晶体管transition 跃迁translation 平移transmission line 传输线transmissivity 透射率transverse wave 横波triboelectrification 摩擦起电triode 三极管trough 波谷tuning fork 音叉turbulent flow 湍流ultrasound wave 超声波ultraviolet ray 紫外线umbra 本影undulatory property 波动性uniform dielectric 均匀电介质uniform motion 匀速运动unit 单位unit system 单位制universal constant 普适常量universal gravitation 万有引力universal meter 多用[电]表β -ray β射线vacuum tube 真空管γ -decay γ衰变vacuum 真空γ -ray γ射线value of amplitude 幅值vaporization 汽化variable 变量vector 矢量velocity of light 光速velocity 速度verification 验证vernier 游标vernier caliper 游标卡尺vibration 振动viewing angle 视角viewing field 视场virtual image 虚像virtual object 虚物virtual value 有效值visibility 可见度visible light 可见光voltage 电压voltage division circuit 分压电路voltaic cell 伏打电池voltmeter 伏特计voltmeter-ammeter m et h o d伏安法volt 伏特volume 体积vortex electric field 涡旋电场watt 瓦特wave equation 波动方程wave theory 波动说wavelength 波长wave-particle dualism 波粒二象性wave 波weight 重量weightlessness 失重white light 白光work 功work function 逸出功X-ray X 射线Young exper iment杨氏实验zero line 零线α -decay α 衰变α-particle α 粒子α-ray α 射线β -decay β 衰变。
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONSGeneral Certificate of Education Advanced Level*7303645500*PHYSICS9702/41Paper 4 A2 Structured Questions May/June 20101 hour 45 minutesCandidates answer on the Question Paper.No Additional Materials are required.READ THESE INSTRUCTIONS FIRSTWrite your Centre number, candidate number and name on all the work you hand in.Write in dark blue or black pen.Y ou may use a soft pencil for any diagrams, graphs or rough working.Do not use staples, paper clips, highlighters, glue or correction fluid.DO NOT WRITE IN ANY BARCODES.Answer all questions.Y ou may lose marks if you do not show your working or if you do not use appropriate units.At the end of the examination, fasten all your work securely together.The number of marks is given in brackets [ ] at the end of each question or part question.For Examiner’s Use 1 2 3 4 5 6 7 8 9101112TotalDataspeed of light in free space, c = 3.00 × 108m s–1 permeability of free space, μ0= 4π × 10–7H m–1 permittivity of free space, ε0= 8.85 × 10–12F m–1 elementary charge, e = 1.60 × 10–19 Cthe Planck constant, h = 6.63 × 10–34J s unified atomic mass constant, u = 1.66 × 10–27 kg= 9.11 × 10–31 kgrest mass of electron, me= 1.67 × 10–27 kgrest mass of proton, mpmolar gas constant, R = 8.31 J K–1 mol–1= 6.02 × 1023 mol–1the Avogadro constant, NAthe Boltzmann constant, k = 1.38 × 10–23J K–1 gravitational constant, G = 6.67 × 10–11N m2 kg–2 acceleration of free fall, g = 9.81 m s–2© UCLES 20109702/41/M/J/109702/41/M/J/10© UCLES 2010[Turn overFormulaeuniformly accelerated motion, s = ut + at 2v 2 = u 2 + 2as work done on/by a gas, W = p ⌬Vgravitational potential, φ = – Gmrhydrostatic pressure, p = ρgh pressure of an ideal gas, p =Nm V<c 2>simple harmonic motion, a = – ω2xvelocity of particle in s.h.m., v = v 0 cos ωtv = ± ω √⎯ (x 02 – x 2)electric potential, V =Q 4πε0rcapacitors in series, 1/C = 1/C 1 + 1/C 2 + . . .capacitors in parallel, C = C 1 + C 2 + . . .energy of charged capacitor, W = QV resistors in series, R = R 1 + R 2 + . . .resistors in parallel, 1/R = 1/R 1 + 1/R 2 + . . .alternating current/voltage, x = x 0 sin ωt radioactive decay, x = x 0 exp(–λt )decay constant,λ =0.693t9702/41/M/J/10© UCLES 2010For Examiner’s UseSection AAnswer all the questions in the spaces provided.1 (a) Define the radian . (2)(b) A stone of weight 3.0 N is fixed, using glue, to one end P of a rigid rod CP , as shownin Fig. 1.1.NFig. 1.1The rod is rotated about end C so that the stone moves in a vertical circle of radius 85 cm.The angular speed ω of the rod and stone is gradually increased from zero until the gluesnaps. The glue fixing the stone snaps when the tension in it is 18 N.For the position of the stone at which the glue snaps, (i) on the dotted circle of Fig. 1.1, mark with the letter S the position of the stone, [1] (ii) calculate the angular speed ω of the stone.angular speed = ................................... rad s –1 [4]9702/41/M/J/10© UCLES 2010[Turn overForExaminer’s Use2 (a) Some gas, initially at a temperature of 27.2 °C, is heated so that its temperature risesto 38.8 °C.Calculate, in kelvin, to an appropriate number of decimal places, (i) the initial temperature of the gas,initial temperature = ............................................. K [2](ii) the rise in temperature.rise in temperature = ............................................ K [1](b) The pressure p of an ideal gas is given by the expressionp = 13ρϽc 2Ͼ where ρ is the density of the gas.(i) State the meaning of the symbol Ͻc 2Ͼ................................................................................................................................... (1)(ii) Use the expression to show that the mean kinetic energy <E K > of the atoms of anideal gas is given by the expression<E K > = 32kT .Explain any symbols that you use................................................................................................................................... .................................................................................................................................. .................................................................................................................................. .................................................................................................................................. .. (4)9702/41/M/J/10© UCLES 2010For Examiner’s Use(c) Helium-4 may be assumed to behave as an ideal gas. A cylinder has a constant volume of 7.8 × 103 cm 3 and contains helium-4 gas at apressure of 2.1 × 107 Pa and at a temperature of 290 K.Calculate, for the helium gas,(i) the amount of gas,amount = ......................................... mol [2](ii) the mean kinetic energy of the atoms,mean kinetic energy = .............................................. J [2](iii) the total internal energy.internal energy = .............................................. J [3]9702/41/M/J/10© UCLES 2010[Turn overFor Examiner’s Use3 (a) State what is meant by (i) oscillations ,.................................................................................................................................. (1)(ii) free oscillations,.................................................................................................................................. (1)(iii) simple harmonic motion ................................................................................................................................... .................................................................................................................................. (2)(b) Two inclined planes RA and LA each have the same constant gradient. They meet attheir lower edges, as shown in Fig. 3.1.Fig. 3.1A small ball moves from rest down plane RA and then rises up plane LA. It then moves down plane LA and rises up plane RA to its original height. The motion repeats itself.State and explain whether the motion of the ball is simple harmonic. (2)9702/41/M/J/10© UCLES 2010For Examiner’s Use4 (a) Explain what is meant by the potential energy of a body. (2)(b) Two deuterium (21H) nuclei each have initial kinetic energy E K and are initially separatedby a large distance.The nuclei may be considered to be spheres of diameter 3.8 × 10–15 m with their massesand charges concentrated at their centres.The nuclei move from their initial positions to their final position of just touching, asillustrated in Fig. 4.1.Hinitiallykinetic energy E K21H–15 mat rest finallykinetic energy E K21Fig. 4.1(i) For the two nuclei approaching each other, calculate the total change in1. gravitational potential energy,energy = ............................................ J [3]2. electric potential energy.energy = ............................................ J [3]9702/41/M/J/10© UCLES 2010[Turn overFor Examiner’s Use(ii) Use your answers in (i) to show that the initial kinetic energy E K of each nucleusis 0.19 MeV .[2](iii) The two nuclei may rebound from each other. Suggest one other effect that couldhappen to the two nuclei if the initial kinetic energy of each nucleus is greater than that calculated in (ii)................................................................................................................................... (1)9702/41/M/J/10© UCLES 2010For Examiner’s Use5 (a) A constant current is maintained in a long straight vertical wire. A Hall probe is positioneda distance rfrom the centre of the wire, as shown in Fig. 5.1.Fig. 5.1(i) Explain why, when the Hall probe is rotated about the horizontal axis XY , the Hallvoltage varies between a maximum positive value and a maximum negative value................................................................................................................................... .................................................................................................................................. (2)(ii) The maximum Hall voltage V H is measured at different distances r . Data for V H and the corresponding values of r are shown in Fig. 5.2.V H / V r / cm0.2900.1900.1400.0970.0730.0601.01.52.03.04.05.0Fig. 5.2It is thought that V H and r are related by an expression of the formV H = krwhere k is a constant.ForExaminer’sUse1. W ithout drawing a graph, use data from Fig. 5.2 to suggest whether theexpression is valid. [2]2. A graph showing the variation with 1rof V H is plotted. State the features of the graph that suggest that the expression is valid.........................................................................................................................................................................................................................................................[1] (b) The Hall probe in (a) is now replaced with a small coil of wire connected to a sensitivevoltmeter. The coil is arranged so that its plane is normal to the magnetic field of the wire.(i) State Faraday’s law of electromagnetic induction and hence explain why thevoltmeter indicates a zero reading....................................................................................................................................................................................................................................................................................................................................................................................................... (3)(ii) State three different ways in which an e.m.f. may be induced in the coil.1. ................................................................................................................................................................................................................................................................2. ................................................................................................................................................................................................................................................................3. .............................................................................................................................. (3)For Examiner’s Use6A student is asked to design a circuit by which a direct voltage of peak value 9.0 V is obtained from a 240 V alternating supply.The student uses a transformer that may be considered to be ideal and a bridge rectifier incorporating four ideal diodes.The partially completed circuit diagram is shown in Fig. 6.1.240 V loadFig. 6.1(a) On Fig. 6.1, draw symbols for the four diodes so as to produce the polarity across theload as shown on the diagram. [2] (b) Calculate the rationumber of turns on the secondary coil number of turns on the primary coil. ratio = (3)For Examiner’s Use7Negatively-charged particles are moving through a vacuum in a parallel beam. The particles have speed v . The particles enter a region of uniform magnetic field of flux density 930 μT. Initially, theparticles are travelling at right-angles to the magnetic field. The path of a single particle is shown in Fig. 7.1.uniform magnetic field,flux density 930 μTarc of radius 7.9 cmFig. 7.1The negatively-charged particles follow a curved path of radius 7.9 cm in the magnetic field. A uniform electric field is then applied in the same region as the magnetic field. For an electricfield strength of 12 kV m –1, the particles are undeviated as they pass through the region of the fields.(a) On Fig. 7.1, mark with an arrow the direction of the electric field. [1] (b) Calculate, for the negatively-charged particles,(i) the speed v ,v = ....................................... m s –1 [3](ii) the ratio charge mass .ratio = .................................... C kg –1 [3]For Examiner’s Use8A π0 meson is a sub-atomic particle.A stationary π0 meson, which has mass 2.4 × 10–28 kg, decays to form two γ-ray photons. The nuclear equation for this decay isπ0 γ + γ. (a) Explain why the two γ-ray photons have the same energy...........................................................................................................................................................................................................................................................................................................................................................................................................................[2] (b) Determine, for each γ-ray photon,(i) the energy, in joule,energy = .............................................. J [2](ii) the wavelength, wavelength = ............................................ m [2](iii) the momentum.ForExaminer’sUsemomentum = ........................................... N s [2]For Examiner’s UseSection BAnswer all the questions in the spaces provided.9 The circuit diagram of Fig. 9.1 is an amplifier circuit incorporating an operational amplifier(op-amp).1.5Fig. 9.1(a) (i) On Fig. 9.1, mark, with the letter X, the virtual earth.[1](ii) Explain what is meant by a virtual earth ....................................................................................................................................................................................................................................................................................................................................................................................................... (3)(b) In bright sunlight, the light-dependent resistor (LDR) has resistance 200 Ω.(i) Calculate, for the LDR in bright sunlight, the voltmeter reading. reading = ............................................ V [3]For Examiner’sUse (ii) The sunlight incident on the LDR becomes less bright. State and explain the effect on the voltmeter reading of this decrease in brightness....................................................................................................................................................................................................................................................................................................................................................................................................... (3)For Examiner’s Use 10 (a) Briefly explain the principles of CT scanning. (6)For Examiner’sUse(b)A simple section through a body consists of four voxels, as illustrated in Fig. 10.1.section directionsFig. 10.1An X-ray image of the section is obtained by viewing along each of the directions shown in Fig. 10.1. The detector readings for each direction of viewing are summed to give the pattern of readings shown in Fig. 10.2.25342231Fig. 10.2For any one direction, the total of the detector readings is 16.(i) For the pattern of readings of Fig. 10.2, state the magnitude of the backgroundreading.background reading = (1)(ii) On Fig. 10.1, mark the pattern of pixels for the four-voxel section.[2]For Examiner’s Use 11 Many radio stations now broadcast on FM rather than on AM. In general, FM is broadcast atmuch higher frequencies than AM.(a) Explain what is meant by FM (frequency modulation ).....................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................[2] (b) State two advantages and two disadvantages of FM transmissions when compared withAM transmissions.advantages of FM transmissions1. ...............................................................................................................................................................................................................................................................................2. ............................................................................................................................................................................................................................................................................... disadvantages of FM transmissions1. ...............................................................................................................................................................................................................................................................................2. ..................................................................................................................................... (4)Examiner’sUseCalculate the power of the signal received by the satellite.(a)power = .......................................... W [3](b)The signal received by the satellite is amplified and transmitted back to Earth.(i) Suggest a frequency for the signal that is sent back to Earth.frequency = ...................................... GHz [1] (ii) Give a reason for your answer in (i)................................................................................................................................... (1)Permission to reproduce items where third-party owned material protected by copyright is included has been sought and cleared where possible. Every reasonable effort has been made by the publisher (UCLES) to trace copyright holders, but if any items requiring clearance have unwittingly been included, the publisher will be pleased to make amends at the earliest possible opportunity.University of Cambridge International Examinations is part of the Cambridge Assessment Group. Cambridge Assessment is the brand name of University of Cambridge Local Examinations Syndicate (UCLES), which is itself a department of the University of Cambridge.。
1. Hydrogen is prepared by means of _D___ reaction in lab.(a) substitution (b) decomposition (c) addition (d) displacement2. Benzene reaction with Cl2 belongs to __A__a) substitution (b) decomposition (c) addition (d) displacement3. The __C__ elements from monoatomic molecules due to their filled valent electronic configurations.(a) representative (b) transition element (c) inert gas (d) p-block4. Alkenes are produced in __B__ reaction as described below(a) addition (b) elimination (c) displacement (d) substitution5. The __C__ structure of CH4 has been verified by electron diffracxtion because of sp3 hybridization.(a) flat square (b) parellel tetragonal (c) tetrahedral (d) tetragonal6. The octet rile simoly states that an atom tends to gain or lose electrons until there are __B__ electrons in its valent shell(a) 12 (b) 8 (c) 6 (d) 127. When water combines with pure CuSO4, a __B__ forms(a) hydrogenate (b) hydrate (c) hydrocarbon (d) hydride8. Lyophobic colloid generally have _A___ identity between their molecules and solvent molecules.(a) attraction (b) electrostatic force (c) repulsion (d) electronegativity9. Which of the following has minimum ionization energy D(a) Li (b) Na (c) K (d) Rb10. The seawater is saline solution. To desalinate seawater is the process to _D___ salt component(a) add (b) dilute (c) concentrate (d) remove11. There are(is) __A_ paired electrons in hydrogen(a) 1 (b) 2 (c) 3 (d)412. The valent electronic configuration for fluorine is __C___(a) 1s2 (b) 2s2 (c) (d) is2. 2s2, 2p513. The octet means that the number of electrons in _C___ shell has to be eight.(a) innermost (b) the whole (c) outermost (d) no14. Polysaccarides like cellulose and starch must first be subjected to _A__ to form simpler sugar, such as monosaccarides.(a) dehydration (b) composition (c) hydrolysiis (d) comparsion15. Which of the following belongs to transition metal D(a) S (b) Na (c) He (d) V16 Addition of AgNO3 in a solution generates white AgCl __C__ that does not dissolve in HNO3(a) solvent (b)silica-gel (c) precipitate (d) solvent1. The nature of organic species present depends on the degree of biochemical change of the original plant, C(a) pattern (b) fractions (c) substances (d) ceramics2. I(py)2+ appears to be present in solution C(a) be made (b) be dissolved (c) be detected (d) occurM-F-M bridge bonds invariably have greater M-F distances than corresponding terminal M-F bonds. C(a) seldom (b) strongly (c) usually (d) never4. The chemical potential decreases and both the effect, ., solubility and normal temperature effect. B(a) for example (b) that is to say (c) through (d) approximatelyM-F-M bridge bonds invariably have greater M-F distances than corresponding terminal M-F bonds. A(a) end (b) head (c) initial (d) intermediate6. The corresponding bromine-and chlorine-species are less stable. B(a) compound (b) substances (c) supports (d) elementsH2O2, hydrogen peroxide Na2O2, sodium peroxide Se, selenium F , fluorine Br2, brominePCl3, phosphorus trichloride HI, hydrogen iodide AgI, silver iodide I2, iodine I-, iodideICl3, iodine trichloride Br-, bromide NF3, nitrogen trifluoride ClF7, chlorine heptafluoride CCl4, carbon tetrachloride PF3, phosphorus trifluoride Cl2O7 dichlorine heptoxideHydration--combination with water molecules.1. The _A___ ion can be considered s hydrated proton, H3O+.(a) hydrogen (b) hydroxyl (c) hydronium (d) hydroxo2. Chlorine is bubbled into aqueous sodium bromide, __A__ is liberated(a) bromine (b) dibromide (c) bromide (d) bromide ion3. Which of the following is diatomic molecule D(a) He (b) Ne (c) Ar (d) H24. Which of the following is oxoanion C(a) S2-, (b) HS-, (c) SO42-, (d) H2S1. In addition, for first order model the intercept of the straight line plots of log(qe-qt)against t B(a) therefore (b) Furthermore (c) But (d) Actually2. Most fluorine compounds are obtained from fluorspar via HF B(a) in (b) through (c) of (d) containingSnCl4, tin(IV) chloride FeCl3, iron(III) chloride PbCl4, lead(IV) chloride Sn2+,tin(II) ionCaCl2, calcium chloride I3-, triiodide ion CdCl2, cadmium chloride S2-,sulfide ionHgCl2, mercury(II) chloride FeO, iron(II) oxide Cu2O, copper(I) oxide O2-,oxide ionAlCl3, aluminium chloride CBr4, carbon tetrabromide CdS, cadmium sulfide S22-,disulfide ionZnO, zinc oxide V5+, vanadium(V) ion Cr3+, chromium(III) ion SiO2, silicon dioxideSnCl2, tin(II) chloride H+, hydrogen ion Mg2+, magnesium ion O22-, peroxide ionK+, potassium ion Be2+, beryllium ion Tl+, thallium(I) ion Ti4+, titanium(IV) ionPb2+, lead(II) ion Br-, bromide ion Se2-, selenide ion Ca2+, calcium ion Fe2+, iron(II) ionSn4+, tin(IV) ion Hg2Cl2, mercury(I) dichloride Al3+, aluminium ion1. The diversity of carbon compound is duo to formation of very long chain of carbon atom by the strong carbon-carbon __D__ bond(a) ionic (b) metallic (c) hydrogen (d) covalent2. An inportant quantity, particular for first-order reaction, is _B___ , the length of time required for the concentration of reactant to be decreases to half of its initial value(a) filled (b) half-life (c) half-filled (d) partiallly-filled3. In alkane of CH3CH2CH3, there are _D___ substituents.(a) 2 (b) 3 (c) 8 (d) no4. In alkane CH3Ch2CH3, there are __B__ carbons in parent chain(a) 2 (b) 3 (c) 8 (d) 85. Environment preotection is a global process which has also included pollution of aquasphere, ., __B__ is polluted.(a) soil (b) water (c) chemical reagent (d) atmosphere3. Reaction of sodium carbonate with dilute sulfuric acid will generate __A__.(a) a gas (b) a precipitate (c) aqueous solute (d) emulsionCH2BrCH=C(CH3)CH2CH2CH3, 1-bromo-3-methyl-2-hexene CH3(CH2)10CH3, dodecaneCH3CH=CHCH3, 2-butene CH3(CH2)16CH3, octadecane CCl2=CCl2 tetrachloroetheneCH3CH=CHCH2CH3 2-pentene CH3CH2CH3 propane CH2=CH2 ethenetrans-3-hexene3-ethyl-4-methylhexanezinc chloride hexahydrate zinc sulfate heptahydrateRbMgCl3 magnesium rubidium chloride calcium sulfate dihydrateH4P2O7 diphosphoric acid cadmium chloride hexahydrateCu2(OH)2CO3 copper(II) hydroxide carbonate CsCo(SO4)2 cesium cobalt sulfateH2S2O7 disulfuric acid iron(II) sulfide heptahydrate(NH4)2Fe(SO4)2 ammonium iron(II) sulfate K2Cr2O7 potassium dichromatesodium sulfate decahydrate KMnO4, potassium permanganateK2MnO4, potassium manganate MnO4-, permanganate ion MnO2 manganese(IV) oxideCrO3, chromium(VI) oxide CrO42-, chromate ion K2CrO4, potassium chromateCr2O3, chromium(III) oxide H2SO4. Sulfuric acid H2SO3. Sulfurous acid H2S(aq), hydrosulfuric acid As2S3, diarsenic trisulfide H2S(as a gas), hydrogen sulgideSF6, sulfur hexfluoride NaHSO3, sodium hydrogen sulfite HCl(a gas), hydrogen chlorideNaHSO4, sodium hydrogen sulfate ClO3-. Chlorate ion HClO3, chloric acid HCl(aq), hydrochloric acid KVO3, potassium vanadate HVO3, vanadic acid V2O5, divanadium pentoxide VCl3, vanadium(III) chloride Al(NO3)3, aluminium nitrateNaAlO2,sodium alumate Al(OH)3, aluminium hydroxide Fe(NO3)3, iron(III) isopropylcyclohexanetert-butylcyclohexane2-ethyl-1-isobutylcyclohexanecyclopentanecyclopropanenitrateCa(BrO2)2, calcium bromite Na2S, sodium sulfide I-, iodide ion IO2-, ioditeionH2MnO4, manganic acid CaCl2, calcium chloride Na2SO3, sodium sulfiteKI, potassium iodide KIO2, potassium iodite HBrO, hypobromous acidNaBrO, sodium hypobromite NaBr, sodium bromide NaBrO3, sodium bromateKPO3,potassium phosphorate HPO3, metaphosphoric acid K3PO4, potassium phosphorate H3PO4 phosphoric acidm=chlorofluorobenzeneP-bromochlorobenzenem-nitroiodobenzenemethylenecyclohexanem-methylphenol(1-menthylvinyl)benzene 2-methyl-1-penten-3-y2-chloro-1,3-butadi2-propanol 2,4-hexadiyne-1,6-diol2,4-hexadiene-1,6-diol4-hexen-2-olcis-1,2-dimethyl-1,2-cyclopentatrans-1,2-dimethyl-1,2-cyclopent2-propynol1,3-cyclohexadiene(1-methylvinyl)cyclopentanebenzylcyclohexanephenylcyclohexane diphenylmethane1-penten-3-yne 2,5-heptadiyne 1,3-diphenylpropaneCyclohexane-1,2-diol2,5-cyclohexadiene-1,44-hexene-1,2-diolallylbenzene vinylcyclohexane3-butynal ethanenitrilcyclohexanecarboxylic acid cyclohexanedicarboxylic1,2-cyclohexanedinitrile ethanamide ethanyl chloridesec-butylethanoate4-methoxyphenol 2,5-hexanedione dimethyl1. Alkenes and alkynes are classified into __B_ compound(a) cyclic (b) unsaturated (c) aromatic (d) straight chain2. The general formula R-C=N-O is called cyanate, while R-N=C=O is called _B__(a)cyano (b) isocyanate (c)nitrile (d) cyanide3. Reaction between __C__ chloride and sodium hydroxide will release a pungent gas.(a) amino (b) amine (c) ammonium (d) ammonia4. Which of the following belons to triprotic acid D(a) HNO3 (b) H2SO4 (c) HNO2 (d) H3PO45. Animal and vegetable oil and fat are a more specialized source of a limit number of __C__ compounds, including fatty acid such as CH3(CH2)16COOH and a long chain alcohol as CH3(CH2)11OH(a) petroleum (b) inorganic (c) aliphatic (d) aromatic6. The general term for species that is active in the interface medium between phase is ___A__.(a) a surfactant (b) a nucleophile (c) an electrolyte (d) an electrophile--------------------------------------------------------------------------1,4-butanedithioldimethyl ethanedioatetetrabutylammonium hydroxidemethanal2-chloro-1,3-butadiene1,3-propanediol2-propanol2-aminophenol3-methylphenolN-methyl-1-aminomethanethanedioic acid1-pentyn-4-one1,2-methoxycyclobutanethyl ethanoate2-butanol-3-one4-cyclopentene-1,2-dinitri。
Unit2:An atom’s nucleus can be……原子核可以分裂,当这种分裂发生时,巨大的能量就会释放出来。
这是一股发热发光的能量。
爱因斯坦曾说过微小质量的物体包含巨大的能量。
当这种能量缓慢释放时,就可以利用它产生动力发电。
当这种能量瞬间释放时,就如原子弹一样产生巨大的爆炸。
A nuclear power plant……核电站用铀作为燃料。
铀是一种能从世界上的许多地方挖出的元素。
它被加工成小丸装入伸进核反应堆的长棒中。
The word fission means to……裂变一词意思就是分裂。
在核电站的反应堆内部,铀原子以可拉链式反应进行分裂。
In a chain reaction……在链式反应中,原子分裂释放的粒子离开并且撞击正在分裂的其它铀原子。
在核电站的链式反应中,那些分裂产生的粒子继续分裂其它的原子,控制棒用来使这种分裂受控因此这种分裂就不会进行得太快。
Unit3Continued research has made renewable……不断的研究使现在可再生能源的利用比25年前更能支付得起。
但是对于可再生能源的利用仍有一些缺点。
For example, solar thermal energy……例如,通过收集器收集太阳光来得到太阳能需要大量的占地面积来安装收集器。
这会影响生态环境,也就是会影响当地的动植物。
当建筑物、道路、输电线和变压器建造时,环境也会受到影响。
通常太阳能电站所用的流体大多数是有毒的而且泄露可能会发生。
Solar or PV cells……太阳能或光伏电池使用相同的技术生产电脑硅芯片。
生产过程使用了有毒的化学药品。
有毒的化学药品用来制造电池储存太阳电能来渡过黑夜和阴天。
制造这种装置也会有环境影响。
Also,even if we……即使我们想马上转换太阳能,仍然存在很大的问题。
世界上所有的太阳能生产设备使太阳能电池满载也只能产生大约350MW,大约够一个300000人口的城市使用,相对我们的需求而言那是微不足道的。
Effect of Quantum Confinement on Electrons and Phonons in Semiconductors We have studied the Gunn effect as an example of negative differential resistance(NDR).This effect is observed in semiconductors,such as GaAs,whose conduction band structure satisfies a special condition,namely,the existence of higher conduction minima separated from the band edge by about 0.2-0.4eV..As a way of achieving this condition in any semiconductor,Esaki and Tsu proposed in 1970 [9.1]the fabrication of an artificial periodic structure consisting of alternate layers of two dissimilar semiconductors with layer superlattice.They suggested that the artificial periodicity would fold the Brillouin zone into smaller Brillouin zones or “mini-zones”and therefore create higher conduction band minima with the requisite energies for Gunn oscillations.iWith the development of sophisticated growth techniques such as molecular beam epitaxy(MBE)and metal-organic chemical vapor deposition(MOCVD)discussed in Sect.1.2,it is now possible to fabricate the superlattices(to be abbreviated as SLs)envisioned by Esaki and Tsu[9.1].In fact,many other kinds of nanometer scale semiconductor structures(often abbreviated as nanostructures)have since been grown besides the SLs.A SL is only one example of a planar or two-dimensional nanostructure .Another example is the quantum well (often shortened to QW).These terms were introduced inSects.1.2and7.15buthavenotyetbeendiscussedindetial.Theproposeof this chapter is to study the electronic and vibrational properties of these two-dimensional nanostructures.Structures with even lower dimension than two have also been fabricated successfully and studied. For example,one-dimensional nanostructures are referred to as quantum wires.In the same spirit,nanometer-size crystallites are known as quantum dots.There are so many different kinds of nanostructures and ways to fabricate them that it is impossible to review them all in this introductory book. In some nanostructures strain may be introduced as a result of lattice mismatch between a substrate and its overlayer,giving rise to a so-called strained-layer superlattice.In this chapter we shall consider only the best-study nanostructures.Our purpose is to introduce readers to this fast growing field.One reason why nanostructures are of great interest is that their electronic and vibrational properties are modified as a result of their lower dimensions and symmetries.Thus nanostructures provide an excellent opportunity for applying the knowledge gained in the previous chapters to understand these new developments in the field of semiconductors physics.Due to limitations of space we shall consider in this chapter only the effects of spatial confinement on the electronic and vibrational properties of nanostructures and some related changers in their optical and transport properties.Our main emphasis will be on QWs,since at present they can be fabricated with much higher degrees of precision and perfection than all other structures.We shall start by defining the concept of quantum confinement and discuss its effect on the electrons and phonons in a crystal.This will be followed by a discussion of the interaction between confined electrons and phonons.Finally we shall conclude with a study of a device(known as a resonant tunneling device)based on confined electrons and the quantum Hall effect(QHE)in a two-dimensional electron gas.The latter phenomenon was discoveredby Klaus von Klitzing and coworkers in 1980 and its significance marked by the award of the 1985 Nobel Prize in physics to von Klitzing for this discovery.Together with the fractional quantum Hall effect it is probably the most important development in semiconductor physics within the last two decades.Quantum Confinement and Density of StatesIn this book we have so far studied the properties of electrons ,phonons and excitons in either an infinite crystal or one with a periodic boundary condition(the cases of surface and interface states )In the absence of defects, these particles or excitations are described in terms of Bloch waves,which can propagate freely throughout the crystal.Suppose the crystal is finite and there are now two infinite barriers,separated by a distance L,which can reflect the Bloch waves along the z direction.These waves are then said to be spatially confined.A classical example of waves confined in one dimension by two impenetrable barriers is a vibrating string held fixed at two ends.It is well-known that the normal vibration modes of this string are standing waves whose wavelength λ takes on the discrete values given by Another classical example is a Fabry-Perot interferometer (which has been mentioned already in Set.7.2.6 in connection with Brillouin scattering).As a result of multiple reflections at the two end mirrors forming the cavity ,electromagnetic waves show maxima and minima in transmission through the interferometer at discrete wavelengths.If the space inside the cavity is filled with air,the condition for constructive interference is given by (9.1).At a transmission minimum the wave can be considered as “confined ”inside the interferometer.n λ=2L/n, n=1,2,3… .(9.1)For a free particle with effective mass *m confined in a crystal by impenetrablebarriers(i.e.,infinite potential energy)in the z direction,the allowed wavevectors z k of the Bloch waves are given byzn κ=2∏/n λ=n ∏/L, n=1,2,3… (9.2)And its ground state energy is increased by the amount E relative to the unconfined case:))(2(2222212Lm m k E z ∏==∆** (9.3)This increase in energy is referred to as the confinement energy of the particle.It is a consequence of the uncertainty principle in quantum mechanics. When the particle is confined within a distance L in space(along the z direction in this case)the uncertainty in the z component of its momentum increases by an amount of the order of /L.The corresponding increase in the particle ’s kinetic energy is then givenby(9.3).Hence this effect is known also as quantum confinement.In addition to increasing the minimum energy of the particle,confinement also causes its excited state energies to become quantized.We shall show later that for an infinite one-dimensional”square well”potential the excited state energies are given by n E∆2,where n=1,2,3…as in (9.2).It is important to make a distinction between confinement by barriers and localization via scattering with imperfections。
原子核物理专业词汇中英文对照表absorption cross-section吸收截面activity radioactivity放射性活度activity活度adiabatic approximation浸渐近似allowed transition容许跃迁angular correlation角关联angular distribution角分布angular-momentum conservation角动量守恒anisotropy各项异性度annihilation radiation湮没辐射anomalous magnetic moment反常极矩anti neutrino反中微子antiparticle反粒子artificial radioactivity人工放射性atomic mass unit原子质量单位atomic mass原子质量atomic nucleus原子核Auger electron俄歇电子backbending回弯bag model口袋模型baryon number重子数baryon重子binary fission二分裂变binging energy结合能black hole黑洞bombarding particle轰击粒子bottom quark底夸克branching ration 分支比bremsstrahlung轫致辐射cascade radiation级联辐射cascade transition级联跃迁centrifugal barrier离心势垒chain reaction链式反应characteristic X-ray特征X射线Cherenkov counter切连科夫计数器coincidence measurement符合剂量collective model集体模型collective rotation 集体转动collective vibration集体震动color charge色荷complete fusion reaction全熔合反应complex potential复势compound-nucleus decay复合核衰变compound-nucleus model复合核模型compound nucleus复合核Compton effect康普顿效应Compton electron康普顿电子Compton scattering康普顿散射cone effect圆锥效应conservation law守恒定律controlled thermonuclear fusion受控热核聚变cosmic ray宇宙射线Coulomb barrier库仑势垒Coulomb energy库伦能Coulomb excitation库仑激发CPT theorem CPT定理critical angular momentum临界角动量critical distance临界距离critical mass临界质量critical volume临界体积daily fuel consumption 燃料日消耗量dalitz pair 达立兹对damage criteria 危害判断准则damage 损伤damped oscillations 阻尼震荡damped vibration 阻尼震荡damped wave 阻尼波damper 减震器damping factor 衰减系数damping 衰减的damp proof 防潮的damp 湿气danger coefficient 危险系数danger dose 危险剂量danger range 危险距离danger signal 危险信号dark current pulse 暗电瘤冲dark current 暗电流data acquisition and processing system 数据获得和处理系统data base 数据库data communication 数据通信data processing 数据处理data reduction equipment 数据简化设备data 数据dating 测定年代daughter atom 子体原子daughter element 子体元素daughter nuclear子核daughter nucleus 子体核daughter nuclide 子体核素daughter 蜕变产物dd reaction dd反应dd reactor dd反应器deactivation 去活化dead ash 死灰尘dead band 不灵敏区dead space 死区dead time correction 死时间校正dead time 失灵时间deaerate 除气deaeration 除气deaerator 除气器空气分离器deaquation 脱水debris activity 碎片放射性debris 碎片de broglie equation 德布罗意方程de broglie frequency 德布罗意频率de broglie relation 德布罗意方程de broglie wavelength 德布罗意波长de broglie wave 德布罗意波debuncher 散束器debye radius 德拜半径debye scherrer method 德拜谢乐法debye temperature 德拜温度decade counter tube 十进计数管decade counting circuit 十进制计数电路decade counting tube 十进管decade scaler 十进位定标器decagram 十克decalescence 相变吸热decalescent point 金属突然吸热温度decanning plant 去包壳装置decanning 去包壳decantation 倾析decanter 倾析器decanting vessel 倾析器decan 去掉外壳decarburization 脱碳decascaler 十进制定标器decatron 十进计数管decay chain衰变链decay coefficient 衰变常数decay constant 衰变常数decay constant衰变常量decay energy衰变能decay factor 衰变常数decay fraction衰变分支比decay heat removal system 衰变热去除系统decay heat 衰变热decay kinematics 衰变运动学decay out 完全衰变decay period 冷却周期decay power 衰减功率decay rate 衰变速度decay scheme衰变纲图decay series 放射系decay storage 衰变贮存decay table 衰变表decay time 衰变时间decay 衰减decelerate 减速deceleration 减速decigram 分克decimeter wave 分米波decladding plant 去包壳装置decladding 去包壳decommissioning 退役decompose 分解decomposition temperature 分解温度decomposition 化学分解decontaminability 可去污性decontamination area 去污区decontamination factor 去污因子decontamination index 去污指数decontamination plant 去污装置decontamination reagent 去污试剂decontamination room 去污室decontamination 净化decoupled band 分离带decoupling 去耦解开decrease 衰减decrement 减少率deep dose equivalent index 深部剂量当量指标deep inelastic reaction深度非弹性反应deep irradiation 深部辐照deep therapy 深部疗deep underwater nuclear counter 深水放射性计数器deep water isotopic current analyzer 深海水连位素分析器de excitation 去激发de exemption 去免除defecation 澄清defective fuel canning 破损燃料封装defective fuel element 破损元件defect level 缺陷程度defectoscope 探伤仪defect 缺陷defence 防护deficiency 不足define 定义definite 确定的definition 分辨deflagration 爆燃deflecting coil 偏转线圈deflecting electrode 偏转电极deflecting field 偏转场deflecting plate 偏转板deflecting system 偏转系统deflecting voltage 偏转电压deflection angle 偏转角deflection plate 偏转板deflection system 偏转系统deflection 负载弯曲deflector coil 偏转线圈deflector field 致偏场deflector plate 偏转板deflector 偏转装置deflocculation 解凝defoamer 去沫剂defoaming agent 去沫剂defocusing 散焦deformation bands 变形带deformation energy 变形能deformation of irradiated graphite 辐照过石墨变形deformation parameter形变参量deformation 变形deformed nucleus 变形核deformed region 变形区域deform 变形degassing 脱气degas 除气degeneracy 简并degenerate configuration 退化位形degenerate gas 简并气体degenerate level 简并能级degenerate state 简并态degeneration 简并degradation of energy 能量散逸degradation 软化degraded spectrum 软化谱degree of acidity 酸度degree of anisotropic reflectance 蛤异性反射率degree of burn up 燃耗度degree of cross linking 交联度degree of crystallinity 结晶度degree of degeneration 退化度degree of dispersion 分散度degree of dissociation 离解度degree of enrichment 浓缩度degree of freedom 自由度degree of hardness 硬度degree of ionization 电离度degree of moderation 慢化度degree of polymerization 聚合度degree of purity 纯度dehumidify 减湿dehydrating agent 脱水剂dehydration 脱水deionization rate 消电离率deionization time 消电离时间deionization 消电离dejacketing 去包壳delay circuit 延迟电路delayed alpha particles 缓发粒子delayed automatic gain control 延迟自动增益控制delayed coincidence circuit 延迟符合电路delayed coincidence counting 延迟符合计数delayed coincidence method 延迟符合法delayed coincidence unit 延迟符合单元delayed coincidence 延迟符合delayed criticality 缓发临界delayed critical 缓发临界的delayed fallout 延迟沉降物delayed fission neutron 缓发中子delayed gamma 延迟性射线delayed neutron detector 缓发中子探测器delayed neutron emitter 缓发中子发射体delayed neutron failed element monitor 缓发中子破损燃料元件监测器delayed neutron fraction 缓发中子份额delayed neutron method 缓发中子法delayed neutron monitor 缓发中子监测器delayed neutron precursor 缓发中子发射体delayed neutron 缓发中子delayed proton缓发质子delayed reactivity 缓发反应性delay line storage 延迟线存储器delay line 延迟线delay system 延迟系统delay tank 滞留槽delay time 延迟时间delay unit 延迟单元delay 延迟delineation of fall out contours 放射性沉降物轮廓图deliquescence 潮解deliquescent 潮解的delivery dosedose 引出端delta electron 电子delta metal 合金delta plutonium 钚delta ray 电子demagnetization 去磁demagnetize 去磁dematerialization 湮没demineralization of water 水软化demineralization 脱盐demonstration reactor 示范反应堆demonstration 示范dempster mass spectrograph 登普斯特质谱仪denaturalization 变性denaturant 变性剂denaturation of nuclear fuel 核燃料变性denaturation 变性denature 变性denaturize 变性denitration 脱硝dense plasma focus 稠密等离子体聚焦dense 稠密的densimeter 光密度计densimetry 密度测定densitometer 光密度计densitometry 密度计量学density analog method 密度模拟法density bottle 密度瓶density effect 密度效应density gradient instability 密度梯度不稳定性density of electrons 电子密度deoxidation 脱氧deoxidization 脱氧departure from nucleate boiling ratio 偏离泡核沸腾比departure from nucleate boiling 偏离泡核沸腾dependability 可靠性dependence 相依dependency 相依dephlegmation 分凝酌dephlegmator 分馏塔depilation dose 脱毛剂量depilation 脱毛depleted fraction 贫化馏分depleted fuel 贫化燃料depleted material 贫化材料depleted uranium shielding 贫铀屏蔽depleted uranium 贫化铀depleted water 贫化水depleted zone 贫化区域deplete uranium tail storage 贫化铀尾料储存depletion layer 耗尽层depletion 贫化;消耗depolarization 去极化depolymerization 解聚合deposit dose 地面沉降物剂量deposited activity 沉积的放射性deposition 沉积deposit 沉淀depression 减压depressurization accident 失压事故depressurizing system 降压系统depth dose 深部剂量depth gauge 测深计depth of focus 焦点深度depthometer 测深计derby 粗锭derivant 衍生物derivate 衍生物derivative 衍生物derived estimate 导出估价值derived unit 导出单位derived working limit 导出工撰限desalinization 脱盐desalting 脱盐descendant 后代desensitization 脱敏desensitizer 脱敏剂desiccation 干燥desiccator 干燥器防潮器design basis accident 设计依据事故design basis depressurization accident 设计依据卸压事故design basis earthquake 设计依据地震design dose rate 设计剂量率design of the safeguards approach 保障监督方法设计design power 设计功率design pressure 设计压力design safety limit 设计安全限design temperature rise 设计温度上升design transition temperature 设计转变温度design 设计desmotropism 稳变异构desmotropy 稳变异构desorption 解吸desquamation 脱皮destruction test 破坏性试验destructive distillation 干馏detailed balance principle细致平衡原理detailed decontamination 细部去污detectable activity 可探测的放射性detectable 可检测的detection efficiency 探测效率detection efficiency探测效率detection limit 探测限detection of neutrons from spontaneous fission 自发裂变中子探测detection of radiation 辐射线的探测detection probability 探测概率detection time 探测时间detection 探测detector 1/v 1/v探测器detector efficiency 探测僻率detector foil 探测骗detector noise 探测齐声detector shield 探测屏蔽detector tube 检波管detector with internal gas source 内气源探测器detector 探测器敏感元件detect 探测;检波detergent 洗涤剂determination 确定deterrence of diversion 转用制止detonating gas 爆鸣气detonation altitude 爆炸高度detonation point 爆炸点detonation yield 核爆炸威力detonation 爆炸detoxifying 净化detriment 损害detted line 点线deuteride 氘化物deuterium alpha reaction 氘反应deuterium critical assembly 重水临界装置deuterium leak detector 重水检漏器deuterium moderated pile low energy 低功率重水慢化反应堆deuterium oxide moderated reactor 重水慢化反应堆deuterium oxide 重水deuterium pile 重水反应堆deuterium sodium reactor 重水钠反应堆deuterium target 氘靶deuterium tritium fuel 氘氚燃料deuterium tritium reaction 氘氚反应deuterium 重氢deuteron alpha reaction 氘核反应deuteron binding energy 氘核结合能deuteron induced fission 氘核诱发裂变deuteron neutron reaction 氘核中子反应deuteron proton reaction 氘核质子反应deuteron stripping 氘核涎deuterum moderated pile 重水反应堆deuton 氘核development of uranium mine 铀矿开发development 发展deviation from the desired value 期望值偏差deviation from the index value 给定值偏差deviation 偏差dewatering 脱水dewindtite 水磷铅铀矿dew point 露点dextro rotatory 右旋的diagnostic radiology 诊断放射学diagnostics 诊断diagram 线图dialkyl phosphoric acid process 磷酸二烷基酯萃取法dialysis 渗析dial 度盘diamagnetic effect 抗磁效应diamagnetic loop 抗磁圈diamagnetic substance 抗磁体diamagnetic susceptibility 抗磁化率diamagnetism of the plasma particles 等离子体粒子反磁性diamagnetism 反磁性diamagnet 抗磁体diameter 直径diamond 稳定区;金刚石diaphragm gauge 膜式压力计diaphragm type pressure gauge 膜式压力计diaphragm 薄膜diapositive 透谬片diascope 投影放影器投影仪diathermance 透热性diathermancy 透热性diatomic gas 双原子气体diatomic molecule 二原子分子dibaryon 双重子diderichite 水菱铀矿dido type heavy water research reactor 迪多型重水研究用反应堆dido 重水慢化反应堆dielectric after effect 电介质后效dielectric constant 介电常数dielectric hysteresis 电介质滞后dielectric polarization 电介质极化dielectric strain 电介质变形dielectric strength 绝缘强度dielectric 电介质diesel engine 柴油机diesel oil 柴油difference ionization chamber 差分电离室difference linear ratemeter 差分线性计数率计difference number 中子过剩difference of potential 电压difference scaler 差分定标器differential absorption coefficient 微分吸收系数differential absorption ratio 微分吸收系数differential albedo 微分反照率differential control rod worth 控制棒微分价值differential cross section 微分截面differential cross-section微分截面differential discriminator 单道脉冲幅度分析器differential dose albedo 微分剂量反照率differential energy flux density 微分能通量密度differential particle flux density 粒子微分通量密度differential pressure 压差differential range spectrum 射程微分谱differential reactivity 微分反应性differential recovery rate 微分恢复率differential scattering cross section 微分散射截面differentiator 微分器diffraction absorption 衍射吸收diffraction analysis 衍射分析diffraction angle 衍射角diffraction grating 衍射光栅diffraction instrument 衍射仪diffraction pattern 衍射图diffraction peak 衍射峰值diffraction scattering 衍射散射diffraction spectrometer 衍射谱仪diffraction spectrum 衍射光谱diffraction 衍射diffractometer 衍射仪diffusate 扩散物diffuse band 扩散带diffused junction semiconductor detector 扩散结半导体探测器diffused 散射的diffuseness parameter 扩散性参数diffuse reflection 漫反射diffuser 扩散器diffuse scattering 漫散射diffuse 扩散diffusion approximation 扩散近似diffusion area 扩散面积diffusion barrier 扩散膜diffusion cascade 扩散级联diffusion chamber 扩散云室diffusion coefficient for neutron flux density 中子通量密度扩散系数diffusion coefficient for neutron number density 中子数密度扩散系数diffusion coefficient 扩散系数diffusion column 扩散塔diffusion constant 扩散常数diffusion cooling effect 扩散冷却效应diffusion cooling 扩散冷却diffusion cross section 扩散截面diffusion current density 扩散淋度diffusion current 扩散电流diffusion energy 扩散能diffusion equation 扩散方程diffusion factory 扩散工厂diffusion kernel 扩散核diffusion layer 扩散层diffusion length 扩散长度diffusion length扩散长度diffusion mean free path 扩散平均自由程diffusion plant 扩散工厂diffusion pump 扩散泵diffusion rate 扩散速率diffusion stack 务马堆diffusion theory 扩散理论diffusion time 扩散时间diffusion 扩散diffusivity 扩散系数digital analog converter 数模转换器digital computer 数字计算机digital data acquisition and processing system 数字数据获取与处理系统digital data handling and display system 数字数据处理和显示系统digital recorder 数字记录器digital time converter 数字时间变换器dilation 扩胀dilatometer 膨胀计diluent 稀释剂dilute solution 稀溶液dilute 冲淡dilution analysis 稀释分析dilution effect 稀释效应dilution method 稀释法dilution ratio 稀释比dilution 稀释dimensional change 尺寸变化dimension 尺寸diminishing 衰减dimorphism 双晶现象di neutron 双中子dineutron 双中子dingot 直接铸锭dip counter tube 浸入式计数管dipelt 双重线dipole dipole interaction 偶极子与偶极子相互酌dipole layer 偶极子层dipole momentum 偶极矩dipole moment 偶极矩dipole radiation 偶极辐射dipole transition 偶极跃迁dipole 偶极子di proton 双质子dirac electron 狄拉克电子dirac equation 狄拉克方程dirac quantization 狄拉克量子化dirac theory of electron 狄拉克电子论direct and indirect energy conversion 直接和间接能量转换direct contact heat exchanger 直接接触式换热器direct conversion reactor study 直接转换反应堆研究direct conversion reactor 直接转换反应堆direct current 直流direct cycle integral boiling reactor 直接循环一体化沸水堆direct cycle reactor 直接循环反应堆direct cycle 直接循环direct digital control 直接数字控制direct energy conversion 能量直接转换direct exchange interaction 直接交换相互酌direct exposure 直接辐照direct fission yield 原始裂变产额direct interaction 直接相互酌directional correlation of successive gamma rays 连续射线方向相关directional counter 定向计数器directional distribution 方向分布directional focusing 方向聚焦directional 定向的direction 方向direct isotopic dilution analysis 直接同位素稀释分析directly ionizing particles 直接电离粒子directly ionizing radiation 直接电离辐射direct measurement 直接测量direct radiant energy 直接辐射能direct radiation proximity indicator 直接辐射接近指示器direct radiation 直接辐射direct reaction 直接反应direct reaction直接反应direct use material 直接利用物质direct voltage 直羚压direct x ray analysis 直接x射线分析dirft tube 飞行管道dirt column 尘土柱dirty bomb 脏炸弹disadvantage factor 不利因子disagreement 不一致disappearence 消失discharge chamber 放电室discharge current 放电电流discharge in vacuo 真空放电discharge potential 放电电压discharge tube 放电管discharge voltage 放电电压discharge 放电discomposition 原子位移discontinuity 非连续性discontinuous 不连续的disc operating system 磁盘操椎统discrepancy 差异discrete energy level 不连续能级discrete spectrum 不连续光谱discrete state 不连续态discrete 离散的discrimination coefficient 甄别系数discriminator 鉴别器disinfectant 杀菌剂disintegrate 蜕衰disintegration chain 放射系disintegration constant 衰变常数disintegration curve 衰变曲线disintegration energy 衰变能disintegration heat 衰变热disintegration of elementary particles 基本粒子衰变disintegration particle 衰变粒子disintegration probability 衰变概率disintegration product 蜕变产物disintegration rate 衰变速度disintegration scheme 蜕变图disintegration series 蜕变系disintegrations per minute 衰变/分disintegrations per second 衰变/秒disintegration 蜕变disk source 圆盘放射源dislocation edge 位错边缘dislocation line 位错线dislocation 位错dismantling 解体disorder scattering 无序散射disorder 无序dispersal effect 分散效应dispersal 分散disperser 分散剂dispersing agent 分散剂dispersion fuel element 弥散体燃料元件dispersion fuel 弥散体燃料dispersion 分散dispersive medium 色散媒质displacement current 位移电流displacement kernel 位移核displacement law of radionuclide 放射性核素位移定律displacement law 位移定律displacement spike 离位峰displacement 替换displace 位移;代替disposal of radioactive effluents 放射性瘤液处置disposition 配置disproportionation 不均disruption 破坏disruptive instability 破裂不稳定性disruptive voltage 哗电压dissipation of energy 能消散dissipation 耗散dissociation constant 离解常数dissociation energy 离解能dissociation pressure 离解压dissociation 离解dissociative ionization 离解电离dissolution 溶解dissolver gas 溶解气体dissolver heel 溶解泣滓dissolver 溶解器distance control 遥控distant collision 远距离碰撞distillate 蒸馏液distillation column 蒸馏塔distillation method 蒸馏法distillation tower 蒸馏塔distillation 蒸馏distilled water 蒸馏水distiller 蒸馏器distilling apparatus 蒸馏器distilling flask 蒸馏瓶distorted wave Born approximation,DWBA扭曲波波恩近似distorted wave impulse approximation 畸变波冲动近似distorted wave theory 畸变波理论distorted wave 畸变波distortionless 不失真的distortion 畸变distributed ion pump 分布式离子泵distributed processing 分布式处理distributed source 分布源distribution coefficient 分配系数distribution factor 分布因子distribution function 分布函数distribution law 分配定律distribution of dose 剂量分布distribution of radionuclides 放射性核素分布distribution of residence time 停留时间分布distribution ratio 分配系数distribution 分布distrubited constant 分布常数disturbance 扰动disturbation 扰动diuranium pentoxide 五氧化二铀divergence of ion beam 离子束发散divergence problem 发散问题divergence 发散divergent lens 发射透镜divergent reaction 发散反应diversing lens 发射透镜diversion assumption 转用假定diversion box 转换箱diversion hypothesis 转用假设diversion path 转用路径diversion strategy 转用战略diversion 转向divertor 收集器divider 分配器division of operating reactors 反应堆运行部division 刻度djalmaite 钽钛铀矿document information system 文献情报体系doerner hoskins distribution law 德尔纳霍斯金斯分配定律dollar 元domain 磁畴dome 圆顶水柱dominant mutation 显性突变donut 环形室doping control of semiconductors 半导体掺杂物第Dopper effect多普勒效应doppler averaged cross section 多普勒平均截面doppler broadening 多普勒展宽doppler coefficient 多普勒系数doppler effect 多普勒效应doppler free laser spectroscopy 无多普勒激光光谱学doppler shift method 多普勒频移法doppler width 多普勒宽度dosage measurement 剂量测定dosage meter 剂量计dosage 剂量dose albedo 剂量反照率dose build up factor 剂量积累因子dose commitment 剂量负担dose effect curve 剂量效应曲线dose effect relationship 剂量效应关系dose equivalent commitment 剂量当量负担dose equivalent index 剂量当量指标dose equivalent limit 剂量当量极限dose equivalent rate 剂量当量率dose equivalent 剂量当量dose equivalent剂量当量dose fractionation 剂量分割dose limit 剂量极限dose measurement 剂量测量dose meter 剂量计dose modifying factor 剂量改变系数dose of an isotope 同位素用量dose prediction technique 剂量预报技术dose protraction 剂量迁延dose rate meter 剂量率测量计dose ratemeter 剂量率表dose rate 剂量率dose reduction factor 剂量减低系数dose response correlation 剂量响应相关dose unit 剂量单位dose 剂量dosifilm 胶片剂量计dosimeter charger 剂量计充电器dosimeter 剂量计dosimetry applications research facility 剂量测定法应用研究设施dosimetry 剂量测定法dotted line 点线double beam 双射束double beta decay 双衰变double bond 双键double charged 双电荷的double clad vessel 双层覆盖容器double compton scattering 双康普顿散射double container 双层容器double contingency principle 双偶然性原理double decomposition 复分解double differential cross section 二重微分截面double focusing mass spectrometer 双聚焦质谱仪double focusing 双聚焦double-humped barrier双峰势垒double ionization chamber 双电离室double precision 双倍精度double probe 双探针double pulse 双脉冲double resonance spectroscopy 双共振光谱学double resonance 双共振double scattering method 双散射法doublet splitting 双重线分裂doublet 电子对double walled heat exchanger 双层壁换热器doubling dose 加倍剂量doubling time meter 倍增时间测量计doubling time 燃料倍增时间doubly charged 双电荷的doubly closed shell nuclei 双闭合壳层核doughnut 环形室downcomer 下降管down quark下夸克down time 停机时间downwards coolant flow 下行冷却剂流downwind fall out 下风放射性沉降物draft 通风drain tank 排水槽draught 通风drell ratio 多列尔比dressing of uranium ore 铀矿石选矿dressing 选矿drier 干燥器drift instability 漂移不稳定性drift mobility 漂移率drift speed 漂移速度drift transistor 漂移晶体管drift velocity 漂移速度driven magnetic fusion reactor 从动磁核聚变反应堆driver fuel 驱动燃料drive voltage 控制电压drop reaction 点滴反应drop 点滴dry active waste 干放射性废物dry analysis 干法分析dry box 干箱dry criticality 干临界dry distillation 干馏dryer 干燥器dry friction 干摩擦dry ice 干冰drying oil 干性油drying oven 烘干炉drying 干燥dry out 烧干dry reprocessing 干法再处理dry way process 干法过程dry well 干井dt fuel cycle dt燃料循环dt reactor dt反应堆dual cycle boiling water reactor system 双循环沸水反应堆系统dual cycle reactor 双循环反应堆dual decay 双重放射性衰变dual energy use system 能量双重利用系统duality 二重性dual purpose nuclear power station 两用核电站dual purpose reactor 两用反应堆dual temperature exchange separation process 双温度交换分离法dual temperature exchange 双温度交换duant d形盒ductile brittle transition temperature 延性脆性转变温度ductility 延伸性duct 管dummy load 仿真负载dumontite 水磷铀铅矿dump condenser 事故凝汽器dump tank 接受槽dump valve 事故排放阀dump 烧毁元件存放处dunkometer 燃料元件包壳破损探测器duplet 电子对duration of a scintillation 闪烁持续时间duration 持续时间dust chamber 集尘室dust cloud 尘埃云dust collector 集尘器dust cooled reactor 粉尘冷却反应堆dust monitor 灰尘监测器dust sampler 灰尘取样器dust trap 集尘器dye laser 染料激光器dynamical friction 动摩擦dynamic behaviour 动态dynamic characteristic 动特性dynamic equilibrium ratio 动态平衡比dynamic equilibrium 动态平衡dynamic pressure 动压dynamic process inventory determination 动态过程投料量测定dynamic stabilization 动力稳定dynamic viscosity 动力粘滞系数dynamitron 地那米加速器并激式高频高压加速器dynamometer 测力计dynamo 发电机dyne 达因dynode 倍增电极dysprosium 镝dystectic mixture 高熔点混合物elastic scattering cross-section弹性散射截面elastic scattering弹性散射electronic stopping电子阻止elementary particle基本粒子EMC effect EMC效应endothermic reaction吸能反应energy conservation能量守恒energy loss能量损失energy resolution能量分辨率evaporation model蒸发模型even-even nucleus偶偶核exchange force交换力excitation curve激发曲线excitation function 激发函数excited state激发态exothermic reaction放能反应experimental Q-wave实验Q值exposure照射量fabrication 制造facility attachment 设施附属文件facility practice 设施实行facility safeguards approach 设施的保障监督方法facility 设施factor of porosity 孔隙率factor of stress concentration 应力集中因数factor 系数fading 阻尼failed can detection 破损燃料探测failed element indicator 破损元件指示器failed element monitor 破损元件监测器failed element 破损元件failed fuel detection and location 破损燃料探测和定位failed fuel detection 破损燃料探测failed fuel detector 破损燃料探测器fail safe instrument 故障时安全运行的仪器fail safe operation 安全运行failsafe 故障自动保险的failure checking 故障检查failure free operation 无故障运行failure mode 故障种类failure of parity conservation 宇称守恒的破坏failure prediction 故障预测fall back 回落falling stream method 降哩fallout density 放射性沉降物密度fallout monitoring 沉降物监测fallout particle 沉降粒子fallout pattern 沉降物分布型式fallout radioactive material 放射性沉降物fallout sampling network 沉降物取样网fallout shelter 沉降物掩蔽所fall out 放射性沉降fall time 下降时间false alarm probability 假报警几率false curvature 假曲率false scram 错误信号紧急停堆family 系fano's theorem 法诺定理faraday cage 法拉第笼faraday constant 法拉第常数faraday cup 法拉第笼farad 法拉far field 远场far infra red radiation 远红外辐射far ultraviolet radiation 远紫外辐射farvitron 线振质谱仪fast acting control rod 快动棕制棒fast advantage factor 快中子有利因子fast amplifier 宽频带放大器fast and thermal reactor burnup computer code 快和热反应堆燃耗计算机代码fast breeder reactor 快中子增殖反应堆fast breeder 快中子增殖反应堆fast burst reactor facility 快中子脉冲反应堆装置fast burst reactor 快中子脉冲反应堆fast ceramic reactor 陶瓷燃料快堆fast chamber 快速电离室fast chopper 快中子选择器fast coincidence unit 快符合单元fast coincidence 快符合fast compression cloud chamber 快压缩云室fast conversion 快中子转换fast cosmic ray neutron 宇宙射线的快中子fast critical assembly 快中子临界装置fast cross section 快中子截面fast detector 快速探测器fast effect 快中子倍增效应fast electron 快电子fast exponential experiment 快中子指数实验装置fast fissionability 快中子致裂变性fast fission effect factor 快中子裂变效应系数fast fission region 快中子裂变区fast fission 快中子裂变fast flux test facility 快中子通量试验装置fast flux 快中子通量fast fragment 快碎片fast killing dose 快速杀伤剂量fast leakage factor 快中子泄漏因子fast mean free path 快中子平均自由程fast medium 快中子介质fast multiplication effect 快中子倍增效应fast multiplication factor 快中子倍增因子fast neutron activation method 快中子活化法fast neutron breeder reactor 快中子增殖反应堆fast neutron breeding 快中子增殖fast neutron calibration 快中子刻度fast neutron collimator 快中子准直器fast neutron counter tube 快中子计数管fast neutron cycle 快中子增殖循环fast neutron detector 快中子探测器fast neutron diffusion length 快中子扩散长度fast neutron dose equivalent 快中子剂量当量fast neutron dosimeter 快中子剂量计fast neutron fission cross section 快中子裂变截面fast neutron fission increase rate 快中子裂变增加率fast neutron fluence 快中子积分通量fast neutron generator 快中子发生器fast neutron non leakage probability 快中子不泄漏几率fast neutron range 快中子区fast neutron reaction 快中子反应fast neutron reactor 快中子裂变反应堆fast neutron selector 快中子选择器fast neutron spectrometer 快中子谱仪fast neutron 快中子fast plutonium reactor 快中子钚反应堆fast radiochemistry 快速放射化学fast reaction 快速核反应fast reactor core test facility 快堆堆芯试验装置fast reactor physics 快速反应堆物理学fast reactor test assembly 快堆试验装置fast reactor thermal engineering facility 快堆热工程研究设施fast reactor 快中子裂变反应堆fast region 快中子区fast setback 迅速下降fast slow coincidence circuit 快慢符合电路fast sub critical assembly 快中子次临界装置fast test reactor 快中子试验反应堆fast thermal coupled reactor 快热耦合反应堆fast zero power reactor 快中子零功率反应堆fatal dose 致命剂量fatalities 死亡事故fatigue fracture 疲劳断裂fatigue limit 疲劳极限fatigue test 疲劳试验fatigue 疲劳faulted condition 损伤状态faulty fuel assembly 破损燃料组件fault 故障favorable geometry 有利几何条件fb 快中子增殖反应堆fcc 核燃料循环成本fcf 核燃料循环设施feather analysis 费塞分析feather's empirical formula 费瑟经验公式feather's rule 费瑟规则feed adjustment tank 进料蝶槽feedback circuit 反馈回路feedback control 反馈控制feedback loop 反馈回路feedback ratio 反馈比feedback signal 反馈信号feedback 反馈feed end 加料端feed material 给料物质feed plant 核燃料生产工厂feed pump 给水泵feed stage 给料段feed water control system 给水控制系统feedwater equipment 给水设备feedwater flow control 给水量控制feed water 给水feed 供给ferganite 水钒铀矿fermat's principle 费马原理fermi acceleration 费米加速fermi age equation 费米年龄方程fermi age theory 费米年龄理论fermi age 费米年龄fermi beta decay theory 费米衰变理论fermi characteristic energy level 费米能级fermi constant 费米常数fermi dirac gas 费米狄拉克气体fermi dirac statistics 费米狄拉克统计学fermi distribution function 费米狄拉克分布函数fermi distribution 费米分布fermi energy 费米能级fermi function 费米函数Fermi function费米函数fermi gas model 费米气体模型fermi gas 费米气体Fermi interaction F相互作用fermi interaction 费米相互酌fermi intercept 散射长度fermi level 费米能级fermi limit 费米能级fermion 费米子fermi particle 费米子fermi perturbation 费米微扰fermi plot 费米线图fermi potential 费米势fermi reactor 费米中子反应堆fermi resonance 费米共振fermi selection rules 费米选择定则fermi's golden rule 费米黄金法则fermi spectrum 费米谱fermi statistics 费米统计fermi surface 费米面fermi temperature 费米温度fermi theory of cosmic ray acceleration 费米宇宙射线加速理论fermi transition 费米跃迁fermium 镄fermi 费米。
SAT化学考试常用的词汇SAT化学考试常用的词汇汇总Matter 物质Definition of Water(物质的定义)States of Matter(物质的状态)Composition of Matter (物质的构成)Chemical and Physical Properties(化学性质和物理性质)Chemical and Physical Changes (化学变化和物理变化)Conservation of Mass (质量守恒)Energy 能量Definition of Energy(能量的定义)Forms of Energy(能量的形式)Types of Reactions(Exothermic Versus Endothermic) 反应类型(放热对吸热)Conservation of Energy (能量守恒)Conservation of Mass and Energy(质能守恒)Scientific Method(科学方法)Measurements and Calculations(测量和计算)Metric System(指标系统)Temperature Measurements(温度测量)Heat Measurements(热量测量)Scientific Notation (科学记数法)Factor-Label Method of Conversion(Dimensional Analysis)转换方法(量纲分析)Precision, Accuracy, and Uncertainty(精密度,准确度,不确定度)Significant Figures(有效数字)Calculations with Significant Figures (有效数字的计算)Atomic Structure and the Periodic Table of the Elements 原子结构&元素周期表Electric Nature of Atoms 原子的电本质History (历史)Basic Electric Charges(基本电荷)Bohr Model of the Atom(原子的波尔模型)Components of Atomic Structure(原子结构构成)Calculating Average Atomic Mass(计算平均原子量)Oxidation Number and Valence(氧化数和化合价)Metallic,Nonmetallic,and Noble Gas Structures(易失电子.易得电子.惰性气体结构)Reactivity(反应)Atomic Spectra 原子光谱Spectroscopy(光谱学)Mass Spectroscopy (质谱学)The Wave-Mechanical Model 波动力学模型Quantum Numbers(量子数)Hund’s Rule of Maximum Multiplicity 最大多重性洪特法则Sublevels and Electron Configuration 原子内电子排布Order of Filing and Notation(电子填充次序和命名)Electron Dot Notation(Lewis Dot Structures)(Lewis 点结构) Noble Gas Notation(稀有气体元素)Transition Elements and Variable Oxidation Numbers(过渡元素和可变的氧化数)Period Table of the Elements元素周期表History(历史)Periodic Law(周期律)The Table(周期表)Properties Related to the Periodic Table(元素周期表的性质) Radii of Atoms(原子半径)Atomic Radii in Periods(同周期的原子半径)Atomic Radii in Groups(同族的'原子半径)Ionic Radius Compared to Atomic Radius(相对原子半径的离子半径)Electro negativity(电负性)Electron Affinity(电子亲和能)Ionization Energy(电离能)Bonding 化学键Types of Bonds 化学键类型Ionic Bonds(离子键)Covalent Bonds(共价键)Metallic Bonds(金属键)Intermolecular Forces of Attraction 分子间的吸引力Dipole-Dipole Attraction (极性分子间的吸引力)London Forces(伦敦力)Hydrogen Bonds(氢键)Double and Triple Bonds(双键和三键)Resonance Structures(共振结构)Molecular Geometry—VSEPR—and Hybridization分子几何学—价层电子对互斥理论和杂化轨道理论VSEPR—Electrostatic Repulsion(VSEPR—价层电子对互斥理论) VSEPR and Unshared Electron (VSEPR和非共享电子对)VSEPR and Molecular Geometry(VSEPR和分子几何学)Hybridization(杂化轨道理论)Sigma and Pi Bonds (Sigma键和Pi键)Properties of Ionic Substances(离子化合物的性质)Properties of Molecular Crystals and Liquids (分子晶体与液晶的性质)Chemical Formulas 化学分子式Writing Formulas (写分子式)General Observations About Oxidation States and FormulaWriting(氧化状态和分子式写作的一般性结论)More About Oxidation Numbers (关于氧化数)Naming Compounds (化合物命名)Chemical Formulas (化学分子式)Laws of Definite Composition and Multiple Proportions (定比定律和倍比定律)Writing and Balancing Simple Equations (写作和平衡简单方程式)Showing Phases in Chemical Equations (化学平衡式)Writing Ionic Equations (书写离子方程式)Gases and the Gas Laws 气体和气体定律Introduction—Gases in the Environment(入门—环境中的气体) Some Representative Gases(一些有代表性的气体)Oxygen(氧气)Hydrogen(氢气)General Characteristics of Gases(气体的基本特征)Measuring the Pressure of a Gas(测量气压)Kinetic Molecular Theory(气体动力论)Some Particular Properties of Gases(气体的特殊性质)Gas Laws and Related Problems(气体定律和相关的难题)Graham’s Law(格锐目定律)Charles’s Law(查理定律)Boyle’s Law(波义耳定律)Combined Gas Law(混合气体定律)Pressure Versus Temperature(气压和温度)Dalton’s Law of Partial Pressures (道尔顿分压定律)Corrections of Pressure(压力校正)Ideal Gas Law(理想气体定律)Ideal Gas Deviations(理想气体偏差)Chemical Calculations(Stoichiometry)and the Mole Concept 化学计算&摩尔内容Solving Problems in Chemistry(解答化学难题)The Mole Concept(摩尔内容)Molar Mass and Moles(摩尔质量和摩尔)Mole Relationships(摩尔关系)Gas Volumes and Molar Mass(气体体积和摩尔质量)Density and molar Mass(密度和摩尔质量)Mass-Volume Relationships(摩尔与体积的关系)Mass-Mass Problems(质量—质量难题)Problems with an Excess of One Reactant(涉及某一反应物多余的难题)Liquids, Solids, and Phase Changes 液体,固体和状态变化Liquids(液体)Importance of Intermolecular Interaction(分子间相互作用的重要性)Kinetics of Liquids(液体动力学)Viscosity(粘性)Surface Tension(表面张力)Capillary Action(毛细作用)Phase Equilibrium(平衡状态)Boiling Point(沸点)Critical Temperature and Pressure(临界温度和临界压力)Solids(固体)Phase Diagrams(状态图表)Water(水)History of Water(水的历史)Purification of Water(水净化)Composition of Water(水的构成)Properties and Uses of Water(水的性质和使用)Water’s Reactions with Anhydrides(水和碱性氧化物的反应) Polarity and Hydrogen Bonding(极性和氢键)Solubility(可溶性)General Rules of Solubility(可溶性的基本原则)Factors That Affect Rate of Solubility(影响溶解率的因素)Summary of Types of Solutes and Relationships of Type to Solubility(溶液类型和类型之间关系的总结)Water Solutions(水处理)Continuum of Water Mixtures(水混合溶剂)Expressions of Concentration(浓度的表达)Dilution(稀释)Colligative Properties of Solutions(溶液的依数性)Crystallization(结晶化)Chemical Reactions and Thermochemistry 化学反应和热化学Types of Reactions(反应类型)Predicting Reactions(预知化学反应)Combination(Known Also as Synthesis(化合反应)Decomposition(Known Also as Analysis(分解反应)Single Replacement(置换反应)Double Replacement(复分解反应)Hydrolysis Reactions(水解反应)Entropy(熵)Thermochemistry(热化学)Changes in Enthalpy(焓变化)Additivity of Reaction Heats and Hess’s Law(反应热加成性定律—赫士定律)Bond Dissociation Energy(键裂解能)Enthalpy from Bond Energies(键能中的键焓)Rates of Chemical Reactions 化学反应速率Measurements of Reaction Rates(反应速率的测量)Factors Affecting Reaction Rates(影响反应速率的因素)Collision Theory of Reaction Rates(化学反应速率的碰撞理论) Activation Energy(激活能)Reaction Rate Law(化学反应速率定律)Reaction Mechanism and Rates of Reaction(化学反应机制和化学反应速率)Chemical Equilibrium化学平衡Reversible Reactions and Equilibrium(可逆反应和平衡)Le Chatelier’s Principle(化学平衡移动原理—勒复特列原理)Effects of Changing Conditions(条件变化的影响)Effect of Changing the Concentrations(浓度改变的影响)Effect of Temperature on Equilibrium(平衡中温度改变的影响) Effect of Pressure on Equilibrium(平衡中压力改变的影响)Equilibrium in Heterogeneous Systems(异构系统中的平衡)Equilibrium Constant for Systems Involving Solids(涉及固体的系统平衡常数)Acid Ionization Constants(酸电离常数)Ionization Constant of Water(水电离常数)Solubility Products(溶解度产物)Common Ion Effect(同离子效应)Driving Forces of Reactions(反应推动力)Relation of Minimum Energy(Enthalpy) to Maximum Disorder(Entropy)(焓—熵关系)Change in Free Energy of a System-the Gibbs Equation(系统中自由能的变化—吉布斯公式)Acids, Bases, and Salts 酸,碱,盐Definitions and Properties(定义和性质)Acids(酸)Bases(碱)Broader Acid-Base Theories(酸—碱理论)Conjugate Acids and Bases(共轭酸碱)Strengh of Conjugate Acids and Bases(共轭酸碱强度)Acid Concentration Expressed as pH(pH表示为酸浓度)Indicators(指示剂)Titration—Volumetric Analysis(滴定—容量分析法)Buffer Solutions(缓冲溶液)Salts(盐)Amphoteric Substances(两性物质)Acid Rain—An Environmental Concern(酸雨—共同关心的环境问题)Oxidation-Reduction and Electrochemistry 氧化—还原反应和电化学Ionization(电离)Oxidation-Reduction and Electrochemistry(氧化---还原反应和电化学)Voltaic Cells(伏打电池)Electrode Potentials(电极电位)Electrolytic Cells(电解池)Applications of Electrochemical Cells(Commercial Voltaic Cells)(电化电池的应用)Quantitative Aspects of Electrolysis(电解现象)Relationship Between Quantity of Electricity and Amount of Products(电量和数量的关系)Balancing Redox Equations Using Oxidation Numbers(用氧化数配平氧化还原方程式)The Ion-Electron Method(离子—电子法)Some Representative Groups and Families 一些有代表性的元素族Sulfur Family(S族)Sulfuric Acid(硫酸)Other Important Compounds of Sulfur(S元素的其他重要化合物)Halogen Family(卤素)Some important Halides and Their Uses(一些重要的卤化物及其应用)Nitrogen Family(氮族) Nitric Acid(硝酸)Other Important Compounds of Nitrogen(N元素的其他重要化合物)Other Members of the Nitrogen Family(N族的其他区成员)Metals(金属)Properties of Metals(金属性质)Some Important Reduction Methods(一些重要的还原方法)Alloys(铝)Metalloids(非金属)Carbon and Organic Chemistry 碳和有机化学Carbon(碳) Forms of Carbon(碳的构成)Carbon Dioxide(二氧化碳)Organic Chemistry(有机化学)Hydrocarbons(碳氢化合物)Alkane Series(Saturated)(烷烃)Alkene Series(Unsaturated) AlkyneSeries(Unsaturated)(炔属烃)Aromatics(芳烃)Isomers(异构体)Changing Hydrocarbons(碳氢化合物的改变)Hydrocarbon Derivatives(碳氢化合物的衍生物)Alcohols—Methanol an Ethanol(酒精—甲醇和乙醇)Other Alcohols(其他酒精)Aldehydes(乙醛)Organic Acids orCarboxylic Acids(有机酸和羧酸)Ketones(酮)Ethers(醚)Amines and Amino Acids(胺和氨基酸)Esters(酯)Carbohydrates(碳水化合物)Monosaccharides and Disaccharides(单糖和二糖)Polysaccharides(多糖) Polymers(聚合体)Nucleonics 原子核物理学Radioactivity(放射热)The Nature of Radioactive Emissions(放射的本质)Methods of Detection of Alpha, Beta, and Gamma Rays(α,β和γ射线)Decay Series, Transmutations, and Half-life(衰变,嬗变和半衰期)Radioactive Dating(放射年代测定法)Nuclear Energy(核能) Conditions for Fission(核裂变条件)Methods of Obtaining Fissionable Material(得到裂变材料的方法Fusion(核聚变) Radiation Exposure(辐射暴露)The Laboratory 实验Technology in the Laboratory(实验室里的技术)Some Basic Setups(一些基本步骤)Summary of Qualitative Tests(定性测试总结) Ⅰ. Identificati on of Some Common Gases(常见气体认证) Ⅱ. Identification of Some Negative Ions(负离子认证) Ⅲ . Identification of Some Positive Ions(正离子认证) Ⅳ .Qualitative Tests of Some Metals(金属的定性测试)。
荧光淬灭效率反义词英文Fluorescence Quenching Efficiency: Definition and Factors Affecting It.Fluorescence quenching efficiency is a crucial parameter in various fluorescence-based assays and applications. It quantifies the extent to which the fluorescence emission of a fluorophore is diminished due to interactions with other molecules or environmental factors. Understanding the factors that influence quenching efficiency is essential for optimizing fluorescence assays and interpreting experimental data accurately.Definition of Fluorescence Quenching.Fluorescence quenching refers to the decrease in fluorescence intensity of a fluorophore due to interactions with external factors or molecules known as quenchers. Quenchers can be classified into two main types:Dynamic Quenchers: These quenchers interact with the fluorophore in a transient manner, usually throughdiffusion-controlled collisions. The quenching effect is reversible and depends on factors such as temperature, viscosity, and molecular mobility.Static Quenchers: These quenchers form stable complexes with the fluorophore, resulting in a non-reversible reduction in fluorescence intensity. The quenching effect is permanent and depends on the binding affinity between the fluorophore and the quencher.Factors Affecting Fluorescence Quenching Efficiency.Several factors influence the efficiency of fluorescence quenching, including:1. Nature of the Quencher:The quenching efficiency depends on the type of quencher and its quenching mechanism. Some common quenchers include:Acceptor Molecules: Molecules that can accept energy from the excited fluorophore, leading to Förster resonance energy transfer (FRET) quenching.Heavy Atoms: Atoms with high atomic numbers, which can promote intersystem crossing and non-radiative decay processes.Collisional Quenchers: Molecules that collide with the fluorophore, disrupting its excited state and dissipating energy as heat.Chemical Reactants: Molecules that react with the fluorophore, leading to the formation of non-fluorescent products.2. Concentration of the Quencher:The quenching efficiency is directly proportional to the concentration of the quencher. Higher concentrations of quencher result in more frequent interactions with thefluorophore, leading to increased quenching.3. Distance between Fluorophore and Quencher:For dynamic quenching, the efficiency is inversely proportional to the distance between the fluorophore and the quencher. The Förster distance, which represents the distance at which 50% quenching occurs, is a critical parameter in FRET quenching.4. Diffusion Rate:The quenching efficiency is influenced by the diffusion rate of the quencher and the fluorophore. Higher diffusion rates increase the frequency of collisions, leading to enhanced quenching.5. Temperature:Temperature can affect both the diffusion rate and the quenching mechanism. In general, higher temperatures favor dynamic quenching processes.6. Viscosity:Viscosity affects the mobility of the fluorophore and the quencher, influencing the frequency of collisions and the quenching efficiency.7. pH:pH can alter the ionization state and binding properties of both the fluorophore and the quencher, affecting the quenching efficiency.8. Ionic Strength:Ionic strength influences the electrostaticinteractions between the fluorophore and the quencher, which can impact the quenching efficiency.Applications of Fluorescence Quenching.Fluorescence quenching has wide-ranging applications invarious fields, including:Biosensing: Quenching-based assays are used to detect and quantify analytes by monitoring changes in fluorescence intensity due to interactions with specific binding partners.Molecular Interactions: Quenching studies provide insights into molecular interactions, such as protein-protein binding, DNA-protein interactions, and enzyme-substrate reactions.FRET Analysis: Fluorescence resonance energy transfer (FRET) relies on quenching to quantify distances and conformational changes in biological systems.Drug Discovery: Fluorescence quenching assays are employed in drug screening and optimization processes.Materials Science: Quenching studies are used to investigate the properties and interactions of materials, such as polymers and nanoparticles.Conclusion.Fluorescence quenching efficiency is a fundamental parameter in fluorescence-based assays and applications. Understanding the factors that influence quenching efficiency is crucial for optimizing experimental conditions, interpreting data accurately, and harnessing the full potential of fluorescence spectroscopy in various fields of research and technology.。
Quantum information science英文原稿:Information science and technology has penetrated into all aspects of society, in which the protagonist -- the development of computer science and technology and application, it is greatly promotes the progress of human civilization.Current computers are based on the classical physical laws, is a classical computer. Over the years, it has been recognized classic computer has some unconquerable limitations. For example, could not produce a true random number sequence, not in a limited time to simulate a conventional quantum mechanics system, not possible in acceptable time factorization of large numbers.From at present the development of microelectronics technology in light of the degree, people have to face such a problem: when the silica surface electric line of small to atomic scales, electronic circuits behavior will no longer obey the law of classical mechanics, replace sb. Is quantum mechanics. That is to say, people have to in the quantum theory under the framework of information science and information system construction.When the science is stillQuantum information (quantum information, QI) science, based on the superposition principle of quantum mechanics, based on studies of information processing a new cutting-edge science, the basic theory of modern physics and information science and technology intersect and produce a full vitality of the discipline. Quantum information science, including quantum computers, quantum state transfer from the material, quantum cryptography communication and quantum non-destructive measurement of other aspects.1980, Feynman [1] and Bennett (C. Bennett) [2] had carried out such as quantum information science theory. They pointed out that the two orthogonal polarization states of photons, atoms or atoms in two spin states, the appropriate level of these two orthogonal quantum states (for example: | 0>, | 1>) can be expressed a bit of quantum information, called quantum bit (qubit). Bit different from the classical, quantum bits in the particles (photons or atoms) not only in the | 0> or state | 1> state, and can at | 0> and | 1> of any kind of superposition state. It is this strange characteristic, so that quantum bits can not be compared with a classic bit of advantageIn the study of quantum information, in addition to quantum algorithms, quantum computers and quantum logic gates in quantum communication quantum state transfer from the material, is that people are most concerned about, the most interesting research topics, has received a preliminary experimental study the results.In addition, to explore methods of quantum information processing done by the process of quantum mechanics experiments, in turn, help people to verify and deepen understanding of the laws of the quantum world, the answer to those still remaining controversial issues. Quantum information science research, not only has important potential applications but also has far-reaching scientific significance.Powerful and efficient computational toolsIn 1985, Oxford University, more than the odd (D. Deutsch) [3] established thetheoretical basis of quantum computers, and promote the development of quantum computers. Similar to the classic computers, quantum computing, but also depends on the realization of the corresponding basic logic components - quantum logic gates (quantum logical gate, QLD). There are four possible experimental scheme of quantum logic gates, which are based on cavity quantum electrodynamics (CQED), ion trap (ion trap), nuclear magnetic resonance (NMR) and quantum dots (quantum dot).(1) cavity quantum electrodynamicsCavity quantum electrodynamics (CQED) The basic idea is that the very small number of atoms placed in a high-quality micro-cavity, the cavity electromagnetic fields (including the vacuum field) can be controlled to change, thus affecting the process of atomic radiation. CQED most successful is to study a small number of particles (photons, atoms) between theThe interaction. The method is possible to make a single photon of the electric field enhancement, so that it can make a single atom response saturation. To achieve this objective, we must achieve single-atom and single photon in the cavity of the strong coupling.As for quantum logic elements CQED quantum information processing, first by Pei Lizha in (T. Pellizzari), and others made. California Polytechnic University, Kimble (J. Kimble) group demonstrated the use of the program initial quantum logic gates. The basic approach is to capture a number of neutral atoms in the high-quality micro-optical cavity, the quantum information stored in the atoms within the state, that is the ground state of neutral atoms and on a metastable state. Contains the quantum state of a qubit is in the atomic ground state | g> and a long-lived metastable state | e> of the linear combination. The state quantum bits can be stored a long time, while the atomic energy in the cavity well with the outside world.CQED quantum logic gate is ideal to achieve one of the options. However, high-quality cavity, the connection between multiple quantum gates still have some technical difficulties.(2) ion trap technologyIon-trap quantum logic gate program first by Cirac (J. Cirac), who suggested that the current in the preliminary experiment has been achieved. In the experiment, each qubit is assigned in the capture in a linear Paul (Paul) trap single ions. Contains a qubit quantum state, is in the ion ground state | g> and a certain long-lived metastable state | e> of the linear combination. Therefore, the same atoms, it also enables qubit storage.The advantage of ion trap, ion Coulomb interaction between the far distance between the ions, so the energy of a single laser pulse tuned to a particular ion of | g> state and | e> state energy difference, we can achieve quantum information to read and change.Ion trap is the largest program in order to establish the ion trap quantum computing speed will be restricted. The reason is time - energy uncertainty relation determine the uncertainty of the laser pulse energy should be higher than the characteristic frequency of the vibration center of mass is small, the duration of each pulse should be longer than the reciprocal of the characteristic frequency; the phonon vibration frequency is generally lower the experiment the characteristic frequency of about 100 kHz, so the slower speed.In CQED, because of the role of the light field and atomic time soon, so there is no ion trap in the problems of slow response.(3) NMR techniquesNMR-based quantum computing scheme in recent years developed a new method of quantum information processing. In NMR, quantum bits are assigned certain specific molecules on the nuclear spin states. At a constant external magnetic field, each nuclear spin is either up or down. System and spin decoherence in degraded state can be kept for a longer time before, so the qubit can be stored.By a pulsed magnetic field acting on the spin-spin Rabi oscillation state to achieve the selected magnetic pulse can also be appropriate to achieve the transformation of a single magnetic spin states, because only those who are in resonance with the spin state of the external magnetic field will produce the role. Meanwhile, the spin state, there are also dipole-dipole interaction, this effect can be used to implement logic gates.NMR for quantum computation, but not as easily accepted as the first two options. Because the NMR system is "hot" nuclear spin temperature (room temperature) is generally caused by fluctuations in energy than the difference between the upper and lower levels of nuclear spin hundreds of times higher. This means that, from a single molecule in the composition of the nuclear spin quantum computer quantum state in a very large thermal noise into. The noise will drown out the quantum information. Further, the actual process is not handled a single molecule, but includes 1023 "quantum computer" macro samples.Read from this device the signal is actually a large number of molecules of the ensemble average, but the quantum algorithm is probabilistic, it comes from the randomness of quantum computing itself, and people took advantage of this randomness. Ensemble average does not mean a single unit on quantum computing. People had put forward some explanations of these difficulties, that the calculated average will not eliminate many useful quantum information. According to reports, the use of NMR methods have producedMulti-qubit logic gate, and use this to achieve a quantum state transfer from the material.Many scholars believe that the existing NMR system could not produce entanglement; arising from entanglement in quantum information is the key. NMR as a quantum information hardware will encounter many difficulties, from the principle limitations are: coherent signal and background noise ratio will be with the nuclear spin of each molecule increases the number of exponential decay. In a real system, complete with a 10-qubit NMR calculations will face serious challenges. Of course, some scholars hold different views on the above arguments, the NMR quantum logic gates to be optimistic. However, NMR will help people understand some of the nuclear spin of things.(4) quantum dotsRelated to nano-scale quantum-dot semiconductor region. These regions showed a small number of electronic states, the single-electron quantum dot can be changed into electronic state, which may be used for quantum information processing, quantum dots placed CQED they may control the materials in the spontaneous emission, enhanced light matter interaction the role. If the mature semiconductor technology combined with quantum devices, may have a practical quantum information systems. However, how toensure the purity of quantum dot materials remains a challenge.Quantum computing in an attempt to actually start, you need to try a variety of quantum logic gates program, which is a challenging work, it has only just begun. Practical quantum computing, to the number of qubits to the quantum logic gates and have made significant progress as a precondition.Magic magic- Quantum state transfer from the materialMaterial transfer from the state (teleportation) from a science fiction film, from the physical meaning of a "complete" information transfer (disembodied transport).Restrictions due to relativistic effects can not be real in an instant from one place to another place. You can achieve the object from the moment things send? Not exceed the limit in the speed of light under the premise seems to be feasible. Because, in principle, as long as all the information that constitute the object, all the quantum states can be reconstructed in any place. However, quantum mechanics tells us that, it is impossible to make accurate measurements of the quantum state can not be accurately all the information about any object. Therefore, reconstruction of this method can not be achieved, which is the quantum no-cloning theorem [4] are limited. However, another phenomenon of quantum mechanics - entanglement (EPR) of non-locality (non-local) [5] - for the realization of quantum state transfer from the material provides a new way.In 1993, six scientists from different countries, made using a combination of classical and quantum methods to achieve quantum state transfer from the object program. Using EPR (entangled state) of the non-locality, without violating the no-cloning theorem of quantum situations, can be an unknown quantum state from one place to another place. In this scheme, EPR source plays a vital role. Quantum mechanics, nonlocality violation of Bell's inequality has been confirmed by experimental results.Quantum state transfer from objects to people, not only in physics understanding and revealing the mysterious laws of nature are very important, and can be used as an information carrier quantum states, quantum state transfer is completed by a large-capacity information transmission, in principle, can achieve decipher the quantum cryptography communication, ultra-dense coding, quantum computing and quantum communication has therefore become the current rapid development of the core areas of quantum information.The protector of the secretResearch and use of password is a very ancient, wide range of issues, current password in addition to one-time password (Vernam password), but not impossible to decipher, the confidentiality of the algorithm depends on the difficulty of deciphering and calculation time. The use of quantum cryptography can guarantee from the principle Confidentiality of communications. Communication between the parties through the public channel to build their own key.Different from the classical mechanics, quantum mechanics, any time of the measurement system is a function of the system will change the system state (except in the role of operator eigenstates). Quantum cryptography can be used to encode a singlephoton polarization state. Incompatible in the two orthogonal polarization basis to measure a photon's polarization state, the result is completely random, it is impossible to get a measurement in a photon polarized in two different base in the results.Eavesdropper can not know because communication between the parties will be randomly selected each time what kind of polarization-based, so it can not accurately reproduce the signal eavesdropping, communication between the parties as long as the public than some random channel measurement results will know whether the key is eavesdropping, to discover the key insecure, you can re-establish the key until you are satisfied.Extremely accurate rulerBasic principles of quantum mechanics tells us that, due to the quantum uncertainty principle, using the general method, the measurement accuracy will eventually be shot-noise limit restrictions, it is impossible for a quantum system for unlimited precision measurements. Meanwhile, the measurement process will inevitably interfere with and affect the measured quantum state of the system, which often lead to even more accurate measurement results. The use of non-classical light field effects (ie, the unique quantum effects, there is no corresponding classical properties), the use of quantum measurement methods, can be cleverly "avoided" quantum uncertainties, and thus improve the measurement accuracy.(1) non-destructive measurement of quantumQuantum non-destructive measurement (quantum non-demolition detection, QND), 1970's by Braginski (VBBraginsky) [6] and so on, its purpose is to overcome the measurement process on the measured system caused by the interference of quantum state measurement inaccurate results, to be able to repeat the measurement without affecting the system under test is measured.QND measurement is one of the main characteristics repeatable. Measurement process must first choose a conjugate quantity of the good, the measurement process in the amount of interference on one another does not affect the amount of conjugate, and will be measured (signal field) to the probe field.In 1989 scientists from the experimental nonlinear parametric process to achieve this reaction escape, 1993 Grande Audigier (P. Grangier) through the sodium vapor-phase modulation to achieve a QND measurement. Subsequently, the national quantum optics laboratory and the use of different systems to achieve a different type of QND measurement, the transmission efficiency and the quantum state preparation ability are constantly improving. Institute of Optoelectronics, Shanxi University, 1998, the first time, the intensity difference fluctuations class QND measurement [7].(2) exceeded the limit of shot noise measurementsDue to the dominance of quantum mechanics, there is a minimum light field uncertainty, that shot noise limit. Coherent states for general light field, the shot noise limit is the amount of ups and downs two conjugate equal to the product by the uncertainty relation for the determination of limit values. Under normal circumstances, the measurement accuracy is always subject to the limit of shot noise limit, and has nothing to do with measuring instruments.Nonlinear processes of non-classical light field - state light field compression, you cankeep the product of two conjugate quantity under conditions of constant ups and downs make the ups and downs the amount of a conjugate is much smaller than the other. This means that one of the conjugate is less than the amount of ups and downs have been shot noise limit. The use of compressed light field of this feature, you can break through the measurement accuracy limit of shot noise limit, when the compression degree is 100 percent, the measurement accuracy in principle, unlimited increase.In 1987, Shaw (M. Xiao) were used with the Grand Jiyeh light field quadrature squeezed vacuum state, so that shot noise measurement sensitivity limit break. 1997 Years, Shanxi University, Institute for the direct use of optical light field intensity difference squeezing (twin beam on) for weak absorption measurements, the measurement results exceeded the signal light shot noise limit, signal to noise ratio (S / N) than the shot noise limit the signal light increased by 4 dB. In addition, there are many types of compressed light field applied in the measurement reports.Although quantum information processing with speed, capacity, safety, and the great advantages of high accuracy and a very attractive prospect, but also attracted the attention of scientists and government departments, but in addition to quantum cryptography communication may soon enter the practical stage, the quantum computer to be true, kind of away from the material sent, there is still a long way to go.One important reason is because the quantum state is "fragile." Any minor role with the external environment will lead to collapse of quantum states, namely decoherence. It must remain within a certain time quantum state from the outside world, before the collapse in the state to complete the necessary quantum computing. Although theoretically it is possible that the experimental efforts to achieve it need to do. On the other hand, quantum information processing system of storage, isolation and the accuracy of quantum logic gate operation has certain requirements, there is involved in the interaction between single photons and single atoms and other technical issues is no easy task .At present, the theoretical and experimental physicists are also working through a variety of possible ways to try to solve these problems, I believe that in the near future, quantum information science will be a breakthrough.[1] Feynman R. Int J Theor Phys, 1982,21: 4627[2] Bennett C. J Stat Phys, 1980,22: 563[3] Deutsch D. Proc Roy Soc Lond, 1985,A400: 97[4] Wootters W, et al. Nature, 1982,298: 802[5] Einstein A, et al. Phys Rev, 1935,47: 777[6] Braginsky V, et al. Usp Fiz Nauk, 1979,114: 41[7] Wang H, et al. Phys Rev Lett, 1999,82: 1414中文翻译:量子信息学信息科学与技术已经深入到社会的各个方面,其中的主角——计算机科学与技术的发展与应用,更是极大地促进了人类文明的进程。
化学发光共振能量转移英文Chemiluminescence Resonance Energy Transfer, or CRET,is a fascinating phenomenon in the chemistry world. It's kind of like when two dancers get into a perfect rhythmwith each other on the dance floor. One dancer, let's callit the "donor," emits energy in the form of light, and the other, the "acceptor," catches that energy and releases it as its own unique light.Imagine it like a game of "pass the ball" in basketball, but with energy instead. The donor molecule passes its excited state energy to the acceptor molecule, and that's when the magic happens. It's a really cool way to study how molecules interact with each other and how they transfer energy.In the lab, we often use CRET to study proteins andother biomolecules. It's like having a superpower to see what's happening on the molecular level. We can design special molecules that glow when they come into contactwith each other, and that tells us when and where certain interactions are occurring.One day, I was just sitting there, watching my experiment under the microscope, and suddenly, there was this beautiful glow. It was like a little light show happening right.。
Chapter 1 Matter and MeasurementChemistry is the science of matter and the changes it undergoes. Chemists study the composition, structure, and properties of matter. They observe the changes that matter undergoes and measure the energy that is produced or consumed during these changes. Chemistry provides an understanding of many natural events and has led to the synthesis of new forms of matter that have greatly affected the way we live.Disciplines within chemistry are traditionally grouped by the type of matter being studied or the kind of study. These include inorganic chemistry, organic chemistry, physical chemistry, analytical chemistry, polymer chemistry, biochemistry, and many more specialized disciplines, e.g. radiochemistry, theoretical chemistry.Chemistry is often called "the central science" because it connects the other natural sciences such as astronomy, physics, material science, biology and geology.1.1. Classification of MatterMatter is usually defined as anything that has mass and occupies space. Mass is the amount of matter in an object. The mass of an object does not change. The volume of an object is how much space the object takes up.All the different forms of matter in our world fall into two principal categories: (1) pure substances and (2) mixtures. A pure substance can also be defined as a form of matter that has both definite composition and distinct properties. Pure substances are subdivided into two groups: elements and compounds. An element is the simplest kind of material with unique physical and chemical properties; it can not be broken down into anything simpler by either physical or chemical means. A compound is a pure substance that consists of two or more elements linked together in characteristic and definite proportions; it can be decomposed by a chemical change into simpler substances with a fixedmass ratio. Mixtures contain two or more chemical substances in variable proportions in which the pure substances retain their chemical identities. In principle, they can be separated into the component substances by physical means, involving physical changes. A sample is homogeneous if it always has the same composition, no matter what part of the sample is examined. Pure elements and pure chemical compounds are homogeneous. Mixtures can be homogeneous, too; in a homogeneous mixture the constituents are distributed uniformly and the composition and appearance of the mixture are uniform throughout. A solutions is a special type of homogeneous mixture. A heterogeneous mixture has physically distinct parts with different properties. The classification of matter is summarized in the diagram below:Matter can also be categorized into four distinct phases: solid, liquid, gas, and plasma. The solid phase of matter has the atoms packed closely together. An object that is solid has a definite shape and volume that cannot be changed easily. The liquid phase of matter has the atoms packed closely together, but they flow freely around each other. Matter that is liquid has a definite volume but changes shape quite easily. Solids and liquids are termed condensed phases because of their well-defined volumes. The gas phase of matter has the atoms loosely arranged so they can travel in and out easily. A gas has neither specific shape nor constant volume. The plasma phase of matter has the atoms existing in an excited state.1.2. Properties of MatterAll substances have properties, the characteristics that give each substance its unique identity. We learn about matter by observing its properties. To identify a substance, chemists observe two distinct types of properties, physical and chemical, which are closely related to two types of change that matter undergoes.Physical properties are those that a substance shows by itself, without changing into or interacting with another substance. Some physical properties are color, smell, temperature, boiling point, electrical conductivity, and density. A physical change is a change that does not alter the chemical identity of the matter. A physical change results in different physical properties. For example, when ice melts, several physical properties have changed, such as hardness, density, and ability to flow. But the sample has not changed its composition: it is still water.Chemical properties are those that do change the chemical nature of matter. A chemical change, also called a chemical reaction, is a change that does alter the chemical identity of the substance. It occurs when a substance (or substances) is converted into a different substance (or substances). For example, when hydrogen burns in air, it undergoes a chemical change because it combines with oxygen to form water.Separation of MixturesThe separation of mixtures into its constituents in a pure state is an important process in chemistry. The constituents of any mixture can be separated on the basis of their differences in their physical and chemical properties, e.g., particle size, solubility, effect of heat, acidity or basicity etc.Some of the methods for separation of mixtures are:(1)Sedimentation or decantation. To separatethe mixture of coarse particles of a solidfrom a liquid e.g., muddy river water.(2)Filtration. To separate the insoluble solidcomponent of a mixture from the liquidcompletely i.e. separating the precipitate(solid phase) from any solution.(3)Evaporation. To separate a non-volatilesoluble salt from a liquid or recover thesoluble solid solute from the solution.(4)Crystallization. To separate a solidcompound in pure and geometrical form.(5)Sublimation. To separate volatile solids,from a non-volatile solid.(6)Distillation. To separate the constituents of aliquid mixture, which differ in their boilingpoints.(7)Solvent extraction method. Organiccompounds, which are easily soluble inorganic solvents but insoluble or immisciblewith water forming two separate layers canbe easily separated.1.3 Atoms, Molecules and CompoundsThe fundamental unit of a chemical substance is called an atom. The word is derived from the Greek atomos, meaning “undivisible”or “uncuttable”.An atom is the smallest possible particle of a substance.Molecule is the smallest particle of a substance that retains the chemical and physical properties of the substance and is composed of two or more atoms;a group of like or different atoms held together by chemical forces. A molecule may consist of atoms of a single chemical element, as with oxygen (O2), or of different elements, as with water (H2O).A chemical element is a pure chemical substance consisting of one type of atom distinguished by its atomic number, which is the number of protons in its nucleus. The term is also used to refer to a pure chemical substance composed of atoms with the same number of protons. Until March 2010, 118 elements have been observed. 94 elements occur naturally on earth, either as the pure element or more commonly as a component in compounds. 80 elements have stable isotopes, namely all elements with atomic numbers 1 to 82, except elements 43 and 61 (technetium and promethium). Elements with atomic numbers 83 or higher (bismuth and above) are inherently unstable, and undergo radioactive decay. The elements from atomic number 83 to 94 have no stable nuclei, but are nevertheless found in nature, either surviving as remnants of the primordial stellar nucleosynthesisthat produced the elements in the solar system, or else produced as short-lived daughter-isotopes through the natural decay of uranium and thorium. The remaining 24 elements so are artificial, or synthetic, elements, which are products of man-induced processes. These synthetic elements are all characteristically unstable. Although they have not been found in nature, it is conceivable that in the early history of the earth, these and possibly other unknown elements may have been present. Their unstable nature could have resulted in their disappearance from the natural components of the earth, however.The naturally occurring elements were not all discovered at the same time. Some, such as gold, silver, iron, lead, and copper, have been known since the days of earliest civilizations. Others, such as helium, radium, aluminium, and bromine, were discovered in the nineteenth century. The most abundant elements found in the earth’s crust, in order of decreasing percentage, are oxygen, silicon, aluminium, and iron. Others present in amounts of 1% or more are calcium, sodium, potassium, and magnesium. Together, these represent about 98.5% of the earth’s crust.The nomenclature and their origins of all known elements will be described in Chapter 2.A chemical compound is a pure chemical substance consisting of two or more different chemical elements that can be separated into simpler substances by chemical reactions. Chemical compounds have a unique and defined chemical structure; they consist of a fixed ratio of atoms that are held together in a defined spatial arrangement by chemical bonds. Compounds that exist as molecules are called molecular compounds. An ionic compound is a chemical compound in which ions are held together in a lattice structure by ionic bonds. Usually, the positively charged portion consists of metal cations and the negatively charged portion is an anion or polyatomic ion.The relative amounts of the elements in a particular compound do not change: Every molecule of a particular chemical substance contains acharacteristic number of atoms of its constituent elements. For example, every water molecule contains two hydrogen atoms and one oxygen atom. To describe this atomic composition, chemists write the chemical formula for water as H2O.The chemical formula for water shows how formulas are constructed. The formula lists the symbols of all elements found in the compound, in this case H (hydrogen) and O (oxygen). A subscript number after an element's symbol denotes how many atoms of that element are present in the molecule. The subscript 2 in the formula for water indicates that each molecule contains two hydrogen atoms. No subscript is used when only one atom is present, as is the case for the oxygen atom in a water molecule. Atoms are indivisible, so molecules always contain whole numbers of atoms. Consequently, the subscripts in chemical formulas of molecular substances are always integers. We explore chemical formulas in greater detail in Chapter 2.The simple formula that gives the simplest whole number ratio between the atoms of the various elements present in the compound is called its empirical formula. The simplest formula that gives the actual number of atoms of the various elements present in a molecule of any compound is called its molecular formula. Elemental analysis is an experiment that determines the amount (typically a weight percent) of an element in a compound. The elemental analysis permits determination of the empirical formula, and the molecular weight and elemental analysis permit determination of the molecular formula.1.4. Numbers in Physical Quantities1.4.1. Measurement1.Physical QuantitiesPhysical properties such as height, volume, and temperature that can be measured are called physical quantity. A number and a unit of defined size are required to describe physical quantity, for example, 10 meters, 9 kilograms.2.Exact NumbersExact Numbers are numbers known withcertainty. They have unlimited number of significant figures. They arise by directly counting numbers, for example, the number of sides on a square, or by definition:1 m = 100 cm, 1 kg = 1000 g1 L = 1000 mL, 1 minute = 60seconds3.Uncertainty in MeasurementNumbers that result from measurements are never exact. Every experimental measurement, no matter how precise, has a degree of uncertainty to it because there is a limit to the number of digits that can be determined. There is always some degree of uncertainty due to experimental errors: limitations of the measuring instrument, variations in how each individual makes measurements, or other conditions of the experiment.Precision and AccuracyIn the fields of engineering, industry and statistics, the accuracy of a measurement system is the degree of closeness of measurements results to its actual (true) value. The precision of a measurement system, also called reproducibility or repeatability, is the degree to which repeated measurements under unchanged conditions show the same results. Although the two words can be synonymous in colloquial use, they are deliberately contrasted in the context of the scientific method.A measurement system can be accurate but not precise, precise but not accurate, neither, or both. A measurement system is called valid if it is both accurate and precise. Related terms are bias (non-random or directed effects caused by a factor or factors unrelated by the independent variable) and error(random variability), respectively. Random errors result from uncontrolled variables in an experiment and affect precision; systematic errors can be assigned to definite causes and affect accuracy. For example, if an experiment contains a systematic error, then increasing the sample size generally increases precision but does not improve accuracy. Eliminating the systematic error improves accuracy but does not change precision.1.4.2 Significant FiguresThe number of digits reported in a measurement reflects the accuracy of the measurement and the precision of the measuring device. Significant figures in a number include all of the digits that are known with certainty, plus the first digit to the right that has an uncertain value. For example, the uncertainty in the mass of a powder sample, i.e., 3.1267g as read from an “analytical balance” is 0.0001g.In any calculation, the results are reported to the fewest significant figures (for multiplication and division) or fewest decimal places (addition and subtraction).1.Rules for deciding the number of significantfigures in a measured quantity:The number of significant figures is found by counting from left to right, beginning with the first nonzero digit and ending with the digit that has the uncertain value, e.g.,459 (3) 0.206 (3) 2.17(3) 0.00693 (3) 25.6 (3) 7390 (3) 7390. (4)(1)All nonzero digits are significant, e.g., 1.234g has 4 significant figures, 1.2 g has 2significant figures.(2)Zeroes between nonzero digits aresignificant: e.g., 1002 kg has 4 significantfigures, 3.07 mL has 3 significant figures.(3)Leading zeros to the left of the first nonzerodigits are not significant; such zeroes merelyindicate the position of the decimal point:e.g., 0.001 m has only 1 significant figure,0.012 g has 2 significant figures.(4)Trailing zeroes that are also to the right of adecimal point in a number are significant:e.g., 0.0230 mL has 3 significant figures,0.20 g has 2 significant figures.(5)When a number ends in zeroes that are notto the right of a decimal point, the zeroes arenot necessarily significant: e.g., 190 milesmay be 2 or 3 significant figures, 50,600calories may be 3, 4, or 5 significant figures.The potential ambiguity in the last rule can be avoided by the use of standard exponential, or "scientific" notation. For example, depending onwhether the number of significant figures is 3, 4, or 5, we would write 50,600 calories as:5.06 × 104 calories (3 significant figures)5.060 ×104calories (4 significant figures), or5.0600 × 104 calories (5 significant figures).2.Rules for rounding off numbers(1)If the digit to be dropped is greater than 5,the last retained digit is increased by one.For example, 12.6 is rounded to 13.(2)If the digit to be dropped is less than 5, thelast remaining digit is left as it is. Forexample, 12.4 is rounded to 12.(3)If the digit to be dropped is 5, and if anydigit following it is not zero, the lastremaining digit is increased by one. Forexample, 12.51 is rounded to 13.(4)If the digit to be dropped is 5 and isfollowed only by zeroes, the last remainingdigit is increased by one if it is odd, but leftas it is if even. For example, 11.5 is roundedto 12, 12.5 is rounded to 12.This rule means that if the digit to be dropped is 5 followed only by zeroes, the result is always rounded to the even digit. The rationale is to avoid bias in rounding: half of the time we round up, half the time we round down.3.Arithmetic using significant figuresIn carrying out calculations, the general rule is that the accuracy of a calculated result is limited by the least accurate measurement involved in the calculation.(1) In addition and subtraction, the result is rounded off to the last common digit occurring furthest to the right in all components. Another way to state this rules, is that, in addition and subtraction, the result is rounded off so that it has the same number of decimal places as the measurement having the fewest decimal places. For example,100 (assume 3 significant figures) + 23.643 (5 significant figures) = 123.643,which should be rounded to 124 (3 significant figures).(2) In multiplication and division, the resultshould be rounded off so as to have the same number of significant figures as in the component with the least number of significant figures. For example,3.0 (2 significant figures ) ×12.60 (4 significant figures) = 37.8000which should be rounded off to 38 (2 significant figures).1.4.3 Scientific NotationScientific notation, also known as standard form or as exponential notation, is a way of writing numbers that accommodates values too large or small to be conveniently written in standard decimal notation.In scientific notation all numbers are written like this:a × 10b("a times ten to the power of b"), where the exponent b is an integer, and the coefficient a is any real number, called the significant or mantissa (though the term "mantissa" may cause confusion as it can also refer to the fractional part of the common logarithm). If the number is negative then a minus sign precedes a (as in ordinary decimal notation).In standard scientific notation the significant figures of a number are retained in a factor between 1 and 10 and the location of the decimal point is indicated by a power of 10. For example:An electron's mass is about 0.00000000000000000000000000000091093822 kg. In scientific notation, this is written 9.1093822×10−31 kg.The Earth's mass is about 5973600000000000000000000 kg. In scientific notation, this is written 5.9736×1024 kg.1.5 Units of Measurement1.5.1 Systems of Measurement1.United States Customary System (USCS)The United States customary system (also called American system) is the most commonly used system of measurement in the United States. It is similar but not identical to the British Imperial units. The U.S. is the only industrialized nation that does not mainly use the metric system in its commercial and standards activities. Base units are defined butseem arbitrary (e.g. there are 12 inches in 1 foot)2.MetricThe metric system is an international decimalized system of measurement, first adopted by France in 1791, that is the common system of measuring units used by most of the world. It exists in several variations, with different choices of fundamental units, though the choice of base units does not affect its day-to-day use. Over the last two centuries, different variants have been considered the metric system. Metric units are universally used in scientific work, and widely used around the world for personal and commercial purposes. A standard set of prefixes in powers of ten may be used to derive larger and smaller units from the base units.3.SISI system (for Système International) was adopted by the International Bureau of Weights and Measures in 1960, it is a revision and extension of the metric system. Scientists and engineers throughout the world in all disciplines are now being urged to use only the SI system of units.1.5.2 SI base unitsThe SI is founded on seven SI base units for seven base quantities assumed to be mutually independent, as given in Table 1.1.Table 1.1 SI Base Physical Quantities and UnitsU n i tN a m e UnitSymbolBaseQuantityQuantitySymbolDimensionSymbolm m l l Le t e r e n g t hk i lo g r a m kgmassm Ms ec o nd stimet Ta mp e r e AelectriccurrentI Ik el v i n KthermodynTΘm i ct e m p e r a t u r em o l e molamountofsubstancen Nc an d e l a cdluminousIvJntensity1.5.3 SI derived unitsOther quantities, called derived quantities, aredefined in terms of the seven base quantities via asystem of quantity equations. The SI derived unitsfor these derived quantities are obtained from theseequations and the seven SI base units. Examples ofsuch SI derived units are given in Table 1.2, where itshould be noted that the symbol 1 for quantities ofdimension 1 such as mass fraction is generallyomitted.Table 1.2 SI Derived Physical Quantities and(symbol) Unit(symbol)UArea (A) squaremeterm V olume (V) cubicmeterm Density (ρ) kilogramper cubicmeterkVelocity (u) meterpersecondmPressure (p) pascal(Pa)kEnergy (E) joule (J) (k Frequency (ν) hertz(Hz)1Quantity of electricity (Q) coulomb(C)AElectromotive force (E) volt (V) (kmsForce (F) newton(N)kFor ease of understanding and convenience, 22SI derived units have been given special names andsymbols, as shown in Table 1.3.Table 1.3 SI Derived Units with special names andsymbolsD e r i v e dq u a n t i t y SpecialnameSpecialSymbolExpressionintermsofotherSIunitsSIbaseunitsp r r ml a n ea n g l e adianad·m-1=1s o l i da n g l e steradiansrm2·m-2=1f r e q u e n c y hertzHzs-1f o r c e newtonN m·kg·s-2p p P N mr e s s u r e ,s t r e s s ascala/m21·kg·s-2e n e r g y ,w o r k ,q u a n t i t yo fh e a jouleJ N·mm2·kg·s-2p o w e r ,r a d i a n tf l u x wattW J/sm2·kg·s-3e l e c t r i cc h a r g e q u a n t i t y coulombC s·Afe l e c t r i c i t ye l e c t r i cp o t e n t i a l ,p o t e n t i a l voltV W/Am2·kg·s-3·A-1i f f e r e n c e ,e l e c t r o m o t i v ef o r c ec a p a c i t a n c e faradF C/Vm-2·kg-1·s 4·A 2e l e c t r i cr e s i s t a n c e ohmΩV/Am2·kg·s-3·A-2e l e c t r i cc o nd u c t a n c siemensS A/Vm-2·kg-1·s2·Aem a g n e t i cf l u x weberWbV·sm2·kg·s-2·A-1m a g n e t i cf l u xd e n s i t y teslaT Wb/m2kg·s-2·A-1i n d henH Wb/m2u c t a n c e ryA ·kg·s-2·A-2C e l s i u st e m p e r a t u r e degreeCelsius°CKl u m i n o u s lumenlmcd·srcd·srl u xi l l u m i n a n c e luxlxlm/m2m-2·cd·sra c t i v i t y( o far a d i o n u c l i d e becquerelBqs-1a b s o r b e dd o se ,s p e c i f i ce n e r g y( i m p a r t e d ) ,grayGyJ/kgm2·s-2e r m ad o s ee q u i v a l e n t ,e ta l .sievertSvJ/kgm2·s-2c a t a l y t i ca c t i v i katalkats-1·molyCertain units that are not part of the SI are essential and used so widely that they are accepted by the CIPM (Commission Internationale des Poids Et Mesures) for use with the SI. Some commonly used units are given in Table 1.4.Table 1.4 Non-SI units accepted for use with theSIN a m e SymbolQuantityEquivalentSIunitmi n u t e mintime1min=6sho u r htime1h6min=36s da y dtime1d=24h=144min=864sdegreeo fa r c °planeangle1°=(π/18)radm i n u t eo fa r c ′planeangle1′=(1/6)°=(π/18radsecondo fa r c ″planeangle1″=(1/6)′=(1/36)°=(π/648)rdhect a r e haarea1ha=1a=1m²l i t r e lorLvolume1l=1dm3=.1m3ton n e tmass1t=13kg=1MgThe 20 SI prefixes used to form decimal multiples and submultiples of SI units are given in Table 1.5.Table 1.5 SI PrefixesF a c t o r NameSymbolFactorNameSymbol1 0 24yottaY 1-1decid1 0 21zettZ 1-2centc。
315化学复习指南2025English Answers:Chapter 1: Stoichiometry.Define stoichiometry and explain its importance in chemical reactions.Calculate the mole ratio between reactants and products using balanced chemical equations.Determine the limiting reactant and calculate the theoretical yield of a reaction.Convert between mass, moles, and volume using stoichiometry.Solve problems involving percent yield and excess reactants.Chapter 2: Gases.Describe the properties of gases and the kinetic molecular theory.Apply the ideal gas law (PV = nRT) to solveproblems involving pressure, volume, temperature, and moles.Explain the concepts of partial pressure andDalton's law.Calculate the molar mass of a gas using its density or effusion rate.Understand the behavior of real gases anddeviations from the ideal gas law.Chapter 3: Solutions.Define solutions and their components.Express solution concentrations in units ofmolarity, molality, and percent composition.Calculate the mass, volume, and molarity ofsolutions using dilution and mixing formulas.Explain colligative properties, including vapor pressure lowering, boiling point elevation, and freezing point depression.Perform calculations involving titration and neutralization reactions.Chapter 4: Chemical Reactions.Classify chemical reactions and predict their products.Balance chemical equations using half-reactions or the oxidation number method.Determine the reaction type (e.g., redox, acid-base, precipitation) and identify the reactants and products.Predict the products of reactions involving ionic compounds, acids, and bases.Calculate the enthalpy change (ΔH) and entropy change (ΔS) of reactions using Hess's law and the third law of thermodynamics.Chapter 5: Equilibrium.Define chemical equilibrium and explain the concept of Le Chatelier's principle.Write equilibrium constant expressions andcalculate equilibrium constants from reaction data.Use equilibrium constants to predict the direction of reactions and the extent of reactions.Explain the effects of concentration, temperature, and pressure on equilibrium.Solve equilibrium problems involving gas reactions, acid-base reactions, and solubility equilibria.Chapter 6: Acids and Bases.Define acids and bases according to the Arrhenius, Brønsted-Lowry, and Lewis theories.Calculate pH and pOH using the pH scale and the autoionization of water.Perform acid-base titrations and calculate the equivalence point and molarity of solutions.Explain the buffer system and its role in maintaining pH.Solve problems involving acid-base reactions, including neutralization, hydrolysis, and salt formation.Chapter 7: Thermodynamics.Define entropy (S) and enthalpy (H) and explain the second law of thermodynamics.Calculate ΔS and ΔH for reactions using standard enthalpies of formation and standard entropies.Predict the spontaneity of reactions using ΔG =ΔH TΔS.Explain the concepts of chemical potential and electrochemical cells.Solve problems involving heat transfer, entropy changes, and electrochemical reactions.Chapter 8: Nuclear Chemistry.Describe the structure and properties of atomic nuclei.Explain radioactive decay and calculate half-lives and decay rates.Classify nuclear reactions, including alpha decay, beta decay, and nuclear fission.Discuss nuclear energy, radiation safety, and applications of radioactive isotopes.Solve problems involving nuclear reactions and radioactive decay.Chapter 9: Organic Chemistry.Name and draw structures of organic molecules, including hydrocarbons, alcohols, aldehydes, ketones, and carboxylic acids.Explain the principles of organic reactivity, including nucleophilic substitution and electrophilic addition.Classify organic reactions as addition, elimination, substitution, or rearrangement reactions.Describe the mechanisms and stereochemistry of organic reactions.Solve problems involving organic synthesis and reaction mechanisms.Chapter 10: Biochemistry.Describe the structure and function of biological molecules, including carbohydrates, lipids, proteins, and nucleic acids.Explain the principles of metabolism, including glycolysis, the Krebs cycle, and oxidative phosphorylation.Discuss the role of enzymes in biological reactions and their regulation.Describe the processes of DNA replication, transcription, and translation.Solve problems involving biochemical pathways and enzyme kinetics.中文回答:第一章,化学计量。
基于β射线吸收法的粉尘浓度测量技术贺振怀;王杰【摘要】针对目前我国煤矿粉尘浓度检测设备测量精度低、稳定性差及后期维护频繁等问题,基于β射线吸收原理,通过建立C14原子核衰变β射线涨落模型,在设计气体预处理装置及PID恒流控制技术的基础上,最终完成了β射线吸收法粉尘浓度检测装置的整体设计.实验结果表明样机与手工采样称重法相对误差均低于±10%,可以满足煤矿井下粉尘浓度的检测需求.%For the problems of low measurement accuracy, poor stability, and frequent maintenance of dust concentration detection equipment in coal mine, a model for the decay and fluctuation of C14 atomic nuclei is established and the corresponding detection data processing method is proposed based on the analysis of the prin ciple of β-ray absorption. Based on the design of gas pretreatment device and PID constant current control technology, the overall design of dust concentration detection device by ray absorption method is finally completed. The experimental results show that the relative errors of the sample machine and the manual sampling weighing method are both lower than ±10%, which can meet the detection requirements of dust concentration in underground coal mines.【期刊名称】《煤矿安全》【年(卷),期】2019(050)007【总页数】5页(P80-83,87)【关键词】煤矿粉尘;浓度检测;β射线吸收法;恒流控制;涨落模型【作者】贺振怀;王杰【作者单位】煤炭科学研究总院,北京 100013;中煤科工集团重庆研究院有限公司,重庆 400037;中煤科工集团重庆研究院有限公司,重庆 400037【正文语种】中文【中图分类】TD713随着我国煤矿大型机械化水平的迅速发展,矿井生产能力的逐渐提高,采、掘、运、支、处等煤炭生产环节中的粉尘产量也大幅度提高。
a r X i v :q u a n t -p h /0303134v 1 21 M a r 2003LETTER TO THE EDITOREffect of atomic transfer on the decay of aBose-Einstein condensatePawe l Zi´n *§,Andrzej Dragan*§,Szymon Charzy´n ski*‡,Norbert Herschbach*,Paul Tol*,Wim Hogervorst*and Wim Vassen**Laser Centre Vrije Universiteit,De Boelelaan 1081,1081HV Amsterdam,The Netherlands §Wydzia l Fizyki,Uniwersytet Warszawski,Ho˙z a 69,PL-00-681Warszawa,Poland ‡Centrum Fizyki Teoretycznej,Al.Lotnik´o w 32/4602-668Warszawa,Poland Abstract.We present a model describing the decay of a Bose-Einstein condensate,which assumes the system to remain in thermal equilibrium during the decay.We show that under this assumption transfer of atoms occurs from the condensate to the thermal cloud enhancing the condensate decay rate.PACS numbers:03.75.Hh,05.30.Jp,34.50.Fa Submitted to:J.Phys.B:At.Mol.Opt.Phys.1.IntroductionRapid advances in experimental techniques of laser cooling and trapping made it possible to achieve Bose-Einstein condensation(BEC)in weakly interacting systems.One of the many interesting aspects of BEC in dilute gases is the dynamics of growth and decay of the condensate[1,2,3].Bose-Einstein condensates can have long lifetimes ranging from2s[4]up to more than10s[1,5].Thisfinite lifetime is mainly caused by inelastic collisions between condensate atoms and by collisions with particles from the background gas,resulting in atom loss and heating of the system.Many experiments with condensates can be performed on a time scale short compared to the condensate lifetime,such that decay effects are not important.This is,however,not always the case and some experiments specifically focus on condensate decay[1].Hence,it is important to model the decay of a condensate in detail,taking into account all processes which significantly contribute.In literature condensate decay due to inelastic collisions and collisions with background gas atoms as well as heating effects are discussed.To our knowledge,the transfer of atoms between the condensate and the thermal cloud occuring dynamically as a consequence of thermalization of the system has not yet been taken into account.We will show that this process plays an important role when the number of atoms in the condensate is of the same order or smaller than the number in the thermal cloud.Its effect could only be neglected in experiments with large condensate fractions which are often obtained by removal of most of the thermal part with an rf-knife,or in situations in which our assumption of fast thermalization is not fulfilled.The present work concentrates on the decay of condensates in the presence of a considerably large thermal fraction.We assume thermal equilibrium during the decay of the condensate which is justified in most experiments with BEC in dilute atomic gases.Since elastic collision rates are typically large( 103s−1[4,6]), one expects thermalization to occur very rapidly[7]compared to the rate of change in thermodynamic variables during the ing the simple condensate growth equation[2]we investigated numerically the effect of dynamical disturbances caused by atom loss and heating from inelastic collisions on a system originally in thermal equilibrium.We found that the system stays very close to thermal equilibrium under conditions typically encountered in the experiments with dilute atomic gases.Although our model incorporates two-and three-body collisions it does not take into account subsequent secondary effects.For instance,the effects of induced local variations in the mean-field interparticle interaction[8]are neglected.Also secondary collisions of reaction products with atoms of the condensate or the thermal cloud are not accounted for.Avalanches,recently discussed by Schuster et al[9],are therefore beyond the scope of this work.They may be incorporated later.This letter is organized as follows.In Sec.2we derive a simple analytical formula for the decay of a condensate of non-interacting bosons including only losses due to collisions with background gas particles.The expressions derived in this section show the existence of transfer of atoms between condensate and thermal cloud and the significantreduction in condensate lifetime that may occur.In Sec.3we presentamorecomplete dynamical model of condensate decay using the mean-field theory for weakly-interacting bosons and including also losses by inelastic two-and three-body collisions.In Sec.4we present,as an example,numerical simulations of condensate decay in metastable helium.2.Atomic transferApart from elastic collisions that keep the system in thermal equilibrium,in this section we assume the atoms to undergo only collisions with background gas particles,inducing atom losses.For simplicity we consider a system of non-interacting bosons.At a temperature T below the critical temperature T c = ω[N/g 3(1)]1/3/k the number of atoms N T in the thermal cloud is given by [10]N T =g 3(1)kT 30 kTτN =˙NC +˙N T =−1τE =˙E C +˙E T =−12 (ωx +ωy +ωz )being the ground state energy of the ing Eq.(2)the timederivatives ˙ET =4τN T 1−ε0N T /E T4τN T ,(5)where we usedε0N T/E T≪1,neglecting the energy of a condensate atom compared to the average energy per atom in the thermal cloud.Substituting in Eq.(3)yields˙N C =−14N T .(6)This simple analysis shows that for a condensate coexisting in thermal equilibrium with a thermal cloud in a trap neither˙N C=−N C/τnor˙N T=−N T/τholds for the decay induced by collisions with background particles.Conservation of energy and number of atoms combined with rapid thermalization inevitably results in transfer of atoms from condensate to thermal cloud thereby enhancing the decay rate of the condensate. Especially with a considerable fraction of thermal atoms in the system this affects the decay of the condensate.Only in the limit of a large condensate fraction Eq.(6)becomes ˙NC=−N C/τ.3.Interacting modelIn order to parametrize the equilibrium state of the gas,we will use the temperature T and the number of atoms in the condensate N C as independent variables fully describing the state of the system.We will start with the stationary“two-gas”model proposed by Dodd et al[11],in which atoms of the thermal cloud do not affect the condensate described by the stationary Gross-Pitaevskii(GP)equation.The thermal cloud atoms do not interact with each other(except for thermalization)but they are influenced by the condensate through the mean-field potential2U0n C(r).Here,the contact potential U0=4π 2a/m expresses the binary interaction between atoms with scattering length a and mass m,and n C(r)denotes the spatial density of the condensate which can be calculated from the GP equation.We additionally simplify the two-gas model by describing the thermal cloud semiclassically,replacing discrete states when evaluating statistical averages by a continuum of states.This way we obtain analytical formulas for the atomic density n T(r)[1]and energy density e T(r)in the thermal cloud:n T(r)= d3p exp p2(2π )3p2 exp p22kTλ−3g5/2 e−(V ef f(r)−µ)/kT +V eff(r)λ−3g3/2 e−(V ef f(r)−µ)/kT ,(8) whereλ=from the GP equation.They depend on the number of atoms in the condensate N C. By integrating the densities n C and n T over spatial degrees of freedom we obtain the number of atoms in the thermal cloud N T(N C,T)and the energy of the thermal cloud E T(N C,T).We are interested in the time dependence of N C and T.As before,we willfirst consider the dynamics of the total number of trapped atoms N and total energy E as a function of N C and T.The advantage of this approach is that we do not need to state transfer terms explicitly;the transfer will follow from our analysis automatically.The total loss rates˙N and˙E are related to˙N C and˙T via˙N=∂N T∂N C+1 ˙N C(9)˙E=∂E T∂N C+µ ˙N C,withµ=∂E C/∂N C.The reparametrization is straightforward as we have already foundexplicit expressions of almost all terms appearing in Eq.(9).In order to describe the dynamics of the system we must consider all relevantprocesses affecting its state.We include three main dynamical effects that maycause losses of atoms from the system:two-body inelastic collisions,three-bodyrecombinations and collisions with background gas.In the following we will neglectall secondary collisions.Then the total atomic loss rate˙N is given by[12]:−˙N=12!n2C+2n C n T+n2T +3ξ d3r 12!n2C n T+3n C n2T+n3T ,(10)whereχandξare two-and three-body collision rate constants andτis the lifetime of the trap.Each term in Eq.(10)corresponds to a loss process that may occur in the system. For example the termξ32!n2C n T 2µ+e Tcollisions.Finally we end up with the expression for the total energy loss rate:−˙E=1n T n2T+n C n T +µ 1n T 13!n3C+20.00.5 1.01.52.0t s 012345N C 105012t s 1.451.501.55T ΜK Figure 1.Decay of a condensate of metastable helium atoms with N C (0)=5×105applying our model (solid line)in comparison with a simpler model neglectingthermalization (dashed line).The initial number of thermal atoms N T (0)=5×105[T (0)≈1.5µK].The dotted line represents the decay of a pure condensate:N T (0)=0(T =0K).Inset:dynamics of the temperature in our model.0.00.5 1.01.52.0t s 012345N C 1050.00.5t s 2.52.62.7T ΜK Figure 2.Decay of a condensate with a large thermal cloud:N T (0)=2×106[T (0)≈2.5µK].Further details as in the caption of Fig.1.enhance the condensate decay rate.This effect could be seen by an experimental examination of the decay rate as a function of the fraction of thermal atoms.AcknowledgementsThis work was done as part of a student project within the Socrates-Erasmus exchange programme 2000/2001at the Vrije Universiteit in Amsterdam.P.Z.acknowledges the support from Polish KBN grant 2/PO3/BO7819.We would like to thank Marek Trippenbach and Kazimierz Rzazewski for useful discussions.References[1]S¨o ding J,Gu´e ry-Odelin D,Desbiolles P,Chevy F,Inamori H and Dalibard J1999Appl.Phys.B69257[2]Gardiner C W,Zoller P,Ballagh R J and Davis M J1997Phys.Rev.Lett.791793[3]K¨o hl M,Davis M J,Gardiner C W,H¨a nsch T W and Esslinger T2002Phys.Rev.Lett.88080402[4]Pereira Dos Santos F,L´e onard J,Junmin Wang,Barrelet C J,Perales F,Rasel E,UnnikrishnanC S,Leduc M and Cohen-Tannoudji C2001Phys.Rev.Lett.863459[5]Stamper-Kurn D M,Andrews M R,Chikkatur A P,Inouye S,Miesner H-J,Stenger J and KetterleW1998Phys.Rev.Lett.802027[6]Davis K B,Mewes M-O,Andrews M R,van Druten N J,Durfee D S,Kurn D M and Ketterle W1995Phys.Rev.Lett.753969[7]Snoke D W and Wolfe J P1989Phys.Rev.B394030[8]Gu´e ry-Odelin D and Shlyapnikov G V1999Phys.Rev.A61013605[9]Schuster J,Marte A,Amtage S,Sang B,Rempe G and Beijerinck H C W2001Phys.Rev.Lett.87170404[10]Dalfovo F,Giorgini S,Pitaevskii L P and Stringari S1999Rev.Mod.Phys.71463[11]Dodd R J,Burnett K,Edwards M and Clark C W1999J.Phys.B324107[12]Kagan Yu,Svistunov B V and Shlyapnikov G V1985Pis’ma Zh.Eksp.Teor.Fiza.42169[JETPLett.42209].[13]Fedichev P O,Reynolds M W,Rahmanov U M,and Shlyapnikov G V1996Phys.Rev.A531447[14]Fedichev P O,Reynolds M W and Shlyapnikov G V1996Phys.Rev.Lett.772921。