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爬犁腿 2014-03-16 10:04 0 票支持; 0 票反对
这门课是面向非电类学生的普及性课程,很简单,不涉及复杂数学,如瞬态响应的常微分方程,直接给出通解。每章介绍了一些实际应用。
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开始时间: 04/22/2022 持续时间: Unknown
所在平台: CourseraArchive 课程类别: 工程 大学或机构: Georgia Institute of Technology(佐治亚理工学院) 授课老师: Anonymous1 Bonnie H. Ferri |
课程主页: https://www.coursera.org/course/circuits
课程评论: 1 个评论
This course is a first introduction to electrical systems. It includes the analysis of circuits including resistors, capacitors, and inductors with DC and AC sources in the time domain and in the frequency domain. Laboratory demonstrations are given to reinforce the concepts learned from the lectures and homework. The course is targeted at people with a scientific or technical background who are not electrical or computer engineers. The coverage is not as deep as a circuits course aimed at electrical engineers. There are a number of physical applications demonstrated in this course that serve to motivate this topic to a wider audience. The course is ideal for someone who wants to gain a basic understanding of electrical circuits, someone who wants to get better intuition for what they have already learned, precocious hobbyists, or for someone who is considering electrical engineering as a career.
This course is broken into five Modules, each having associated homework
and a quiz:
Module 1: Background (0.5 week):
Background information on electricity, resistors, and circuit diagrams
Module 2: Resistive Circuits (2 weeks):
Ohm's Law, Kirchhoff's Law, Resistors in series and in parallel, Systematic
Solution Methods, Physical applications, and Lab demos
Module 3: Reactive Circuits (1.5 weeks)
Capacitors, Inductors, First and Second Order Differential Equations,
RC and RL and RLC circuit steady-state and transient response to a DC source, Physical applications, Lab demos
Module 4: Frequency Analysis (2 weeks):
AC response, Impedance, Transfer functions, Frequency response, Filtering,
Applications, Lab demos
Module 5 (1 week):
Real and reactive power, power factor, transformers
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爬犁腿 2014-03-16 10:04 0 票支持; 0 票反对
这门课是面向非电类学生的普及性课程,很简单,不涉及复杂数学,如瞬态响应的常微分方程,直接给出通解。每章介绍了一些实际应用。
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