第一节 分子杂交与印迹技术 Molecular Hybridization & Blotting Technology 第二节 聚合酶链反应 Polymerase Chain Reaction 第三节 核酸序列分析 Nucleic Acid Sequence Analysis 第四节 基因文库 Gene Library 第五节 疾病相关基因的克隆与鉴定 Cloning and Identification of Disease Relative Genes 第六节 遗传修饰动物模型的建立及应用 The Establishment and Application of Heredity Modified Animal Model 第七节 生物芯片技术 Biological Chip Technology 第八节 蛋白质相互作用研究技术 Research Technology of Interaction of Protein

§9.1 磁感应强度 磁场中的高斯定理 一、基本磁现象 二、磁感应强度 三、磁场的高斯定理 §9.2毕奥-萨伐尔定律及其应用 (Biot-Savart Law and Its Application) §9.3 安培环路定理及其应用(Ampere's Circuital Theorem and Its Application) §9.5 洛仑兹力(Lorentz Force) §9.6 安培力(Ampere Force)

• Graph • Undirected graph ‣ DFS, BFS, Application • Directed graph ‣ DFS, BFS, Application

§7-1 Internal Energy Heat & Work 内能 功 热量 §7-2 The First Law of Thermodynamics 热力学第一 定律 §7-3 Application of the First Law of thermodynamics 热力学第一定律对理想气体等容、等压和等温过 程的应用 §7-4 The Heat Capacities of an Ideal Gas 理想气体 的热容 §7-5 Application of the First Law to Adiabatic Processes 热力学第一定律对理想气体绝热过程 的应用 §7-6 Cyclical Processes Thermal Efficiency Carnot Cycle Reverse Cycle 循环过程 热机 的效率 卡诺循环 逆循环 §7-7 The Second Law of Thermodynamics热力学 第二定律 §7-8 Reversible & Irreversible Process 可逆过程与不可逆过程、卡诺定理 §7-9 Statistical Meaning of The Second Law 热力学第二定律的统计意义 §7-10 Entropy 熵

Application of MR2T2 algorithm in statistical mechanics Canonical ensemble: Distribution function: p(rN)=exp(-E(rN)/KT)/Q Q= JdrN exp(-E(rN)/kT) Different states of the Markov chain: In the application of Metropolis algorithm to a simulation of molecular system, the states of the Markov chain correspond to different configurations of the molecular system

定义和内容 1.定义 换言之,就是说什麽叫电分析化学?尽 管存在不同意见,一些著名学者还是提出 大多数人可接受的定义。50年代,IM Kolthoff提出: Electroanalytical Chemistry as the application of electrochemistry to analytical chemistry

Experiments show that a charged particle moving in a magnetic field experiences a force F=Q(v×B) Q-the charge of the particle, v-the velocity of the particle(vector), B-the magnetic field. there is also an electric field, the force acting on the particle is F=Q(E+v×B)

Mutual Induction M Induced Electriomotance in Terms of Mutual Inductance Self-Inductance L Coefficient of Coupling Transients in RC Circuits

Ampere's Circuital Law Example: Long Cylindrical Conductor Example: Toroidal Coil Example: Refraction of Lines of B at a Current Sheet Short Solenoid The Curl of B

The Total Current Density J The curl of b Maxwells equations Maxwell's equations in Integral Form