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电路分析基础(中英文)张雪菲

图书信息

作者张雪菲
出版社北京邮电大学
ISBN9787563561896
条形码9787563561896 ; 978-7-5635-6189-6
出版时间2020-08-01
页数207页
分类教材
价格定价: ¥38.0

图书特色

向初次接触电路知识的低年级本科生,旨在对电路课程中*基本的概念和分析方法进行讲解。讲解清晰、简洁,有利于学生快速入门。

内容简介

本书为北邮留学生“电路分析基础”课程教学大纲的新型中英文双语教材。教材一共分七章,有中英文两个版本。**章概述;第二章电路变量与电路元件(重点内容为:理想基本电路元件与分类,电路变量);第三章电路基本定律与分析方法(重点内容为:基尔霍夫电流定律,基尔霍夫电压定律,电阻的串联和并联,2b方法,网孔电流分析法,节点电压分析法);第四章电路定理(重点内容为:线性电路与叠加定理,源变换定理,戴维南定理和诺顿定理,Z大功率传输定理);第五章一阶动态电路分析(重点内容为:动态元件特性,零输入响应与零状态响应,三要素法);第六章正弦稳态电路分析(重点内容为:电路相量模型,基尔霍夫定律的相量形式,相量模型的节点和网孔法,相量模型的戴维南与诺顿定理,正弦稳态功率和能量)。第七章实验(重点内容为:常用电子仪器介绍,直流阻性电路实验,一阶电路实验,正弦稳态电路实验,有源二端网络等效参数的测试,综合实验)。

目录

  1. 电路分析基础(中英文)/张雪菲 目录
  2. 目录第1章电路元件和电路变量11.1常见的电路变量11.1.1电荷11.1.2电压11.1.3电流21.1.4功率与能量21.2基本电路元件41.2.1电阻41.2.2电容51.2.3电感61.2.4独立电压源与独立电流源81.2.5受控源81.3习题9第2章电路基本分析方法122.1节点、支路和网孔122.2基尔霍夫电路定律142.3电阻的串并联组合162.42b方法202.5节点电压法212.6网孔电流法242.7习题27第3章电路基本理论333.1叠加定理333.2电压源与电流源的等效变换353.3戴维南定理和诺顿定理383.4*大功率传输定理413.5习题42第4章RC电路和RL电路484.1电感484.2电容504.3换路定则514.4一阶电路524.5RL和RC电路的零输入响应534.5.1RC电路的零输入响应534.5.2RL电路的零输入响应544.6RL和RC电路的零状态响应564.6.1RL电路的零状态响应564.6.2RC电路的零状态响应574.7RL电路和RC电路的全响应和三要素法584.8习题60第5章正弦稳态电路分析665.1正弦函数665.2正弦响应675.3相量685.3.1相量变换685.3.2相量反变换685.3.3相量的基本运算695.4阻抗和导纳705.5电路元件VCR的相量表示715.5.1电阻VCR的相量形式715.5.2电容VCR的相量形式715.5.3电感VCR的相量形式725.6基尔霍夫定律的相量形式725.6.1KCL的相量形式725.6.2KVL的相量形式735.7电路简化方法的相量形式735.7.1串联阻抗和并联阻抗735.7.2电压源电流源的等效变换、戴维南定理和诺顿定理的相量形式745.8电路基本分析方法的相量形式755.8.1节点电压法的相量形式755.8.2网孔电流法的相量形式765.9功率计算775.10*大功率传输定理的相量形式785.11习题79第6章实验846.1基本电路测量仪器介绍846.1.1万用表846.1.2直流电源856.1.3电阻和滑动变阻器856.1.4电容和电感866.1.5示波器866.1.6数字信号发生器866.2电路仿真软件介绍876.3实验实例876.3.1电阻的直流特性876.3.2验证基尔霍夫定律906.3.3RC电路和RL电路的测量926.3.4验证戴维南定理的实验94Chapter 1Circuit Elements and Circuit Variables1011.1Common Circuit Variables1011.1.1Electric charge1011.1.2Voltage1021.1.3Current1021.1.4Power and energy1031.2Basic circuit element1051.2.1Resistor1051.2.2Capacitor1061.2.3Inductor1071.2.4Independent voltage source and independent current source1091.2.5Dependent source1101.3Exercises111Chapter 2Basic Circuit Analysis Method1142.1Node, branch and mesh1142.2Kirchhoff’s circuit law 1162.3Series��parallel combinations of resistors1192.42b��method1232.5Node voltage method1252.6Mesh current method1282.7Exercises131Chapter 3Circuit Theorem1373.1Superposition theorem1373.2Source transformations1393.3Thevenin theorem and Norton theorem1433.4Maximum power transfer theorem1453.5Exercises147Chapter 4RC Circuit and RL Circuit1534.1First��order circuits1534.2Capacitor1554.3Switching rule1564.4First��order circuit1574.5Zero��input response of RL and RC circuit1584.5.1Zero��input response of RC circuit1584.5.2Zero��input response of RL circuit1604.6Zero��state response of RL and RC circuit1624.6.1Zero��state response of RL circuit1624.6.2Zero��state response of RC circuit1634.7Complete response and three element method for RL and RC circuit1644.8Exercises167Chapter 5Sinusoidal Steady��State Analysis1735.1Sinusoidal function1735.2Sinusoidal response1745.3The phasor1755.3.1Phasor transformation1755.3.2Inverse phasor transformation1765.3.3Basic operations of phasors1765.4Passive circuit elements in phasor1775.5VCR of circuit element in phasor1795.5.1VCR of resistor in phasor1795.5.2VCR of capacitor in phasor1795.5.3VCR of inductor in phasor1795.6Kirchhoff’s Law in phasor1805.6.1KCL in phasor1805.6.2KVL in phasor 1815.7Circuit simplifications in phasor1815.7.1Impedances in series and parallel1815.7.2Source transformations in phasor, Thevenin theorem in phasorand Norton theorem1825.8Basic circuit analysis methods in phasor 1835.8.1Node voltage method in phasor1835.8.2Mesh current method in phasor1845.9Power calculation1855.10Maximum power transfer theorem in phasor1875.11Exercises188Chapter 6Experiment1936.1Basic electronic measuring devices1936.1.1Multi��meter1936.1.2DC power supply1946.1.3Resistor and slide rheostat1946.1.4Capacitor and inductor1956.1.5Oscilloscope1956.1.6Digital signal generator1956.2The introduction of circuit simulation software1966.3Experiment instances1966.3.1DC characteristics of resistors1966.3.2verification for Kirchhoff ’s laws1996.3.3RC circuit and RL circuit2016.3.4Verification for Thevenin theorem204
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