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Circuit Analysis

by: Cassidy Effertz
Cassidy Effertz

GPA 3.64


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Class Notes
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This 0 page Class Notes was uploaded by Cassidy Effertz on Monday November 2, 2015. The Class Notes belongs to ECE 2040 at Georgia Institute of Technology - Main Campus taught by Staff in Fall. Since its upload, it has received 21 views. For similar materials see /class/233912/ece-2040-georgia-institute-of-technology-main-campus in ELECTRICAL AND COMPUTER ENGINEERING at Georgia Institute of Technology - Main Campus.



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Date Created: 11/02/15
ECE 2040 Course Outline Fall Semester 2000 R Mersereau No Date Topic Notes Text 1 821 Introduction Voltages and currents Ideal resistors 11 12 13 15 inductors and capacitors 25 73 7 6 2 823 Independent sources Kirchoff s current law 13 141 26 33 3 825 Kirchoff39s voltage law solution methodology 142 143 elements in series and parallel 4 828 Finding equilibrium solutions dependent sources 144 15 28 5 830 Using Matlab to solve linear equations Appendix A 6 91 Basic networks writing sufficient KCL and KVL 211 212 equations including dependent sources 213 94 Holiday no class 7 96 Sufficient sets of equations source superposition 214 215 54 8 98 Node method 22 43 44 45 9 911 Mesh Method 23 46 47 47 913 Quiz 1 Lectures 16 10 915 Twoterminal networks determining vI relations 31 11 918 Resistors in series and parallel 321 322 34 35 36 37 12 920 Thevenin and Norton equivalent circuits 323 324 55 56 325 13 922 Source transformations operational amplifiers 41 42 33 63 64 65 14 925 Examples of operational amplifiers 43 66 15 927 Summing amplifiers Introduction to 53 54 143 Laplace transforms 16 929 Computing inverse Laplace transforms 551 145 Partial fraction expansions 1412 17 102 Inverse Laplace transforms with singularity 552 553 144 functions and repeated roots 18 104 Firstorder reactive circuits differential 61 83 87 equations and initial conditions 106 Quiz 2 Lectures 714 19 109 Circuits in the Laplace domain initial and final 62 146 147 value theorems 20 1011 Inspection methods for firstorder circuits with 63 83 86 step inputs 21 1013 Impedances and admittances Thevenin and 64 148 149 Norton equivalents in the Laplace domain 22 1016 Node and mesh methods in the Laplace domain 65 71 inputoutput view of circuits 23 1018 System functions poles and zeros forced and 71 1411 transient responses 24 1020 Linearity and timeinvariance impulse responses 72 73 1410 of circuits 1023 Holiday no class 25 1025 Review of sinusoids sinusoidal steady state 81 103 104 example of sinusoidal response 105 26 1027 Responses to real sinusoids relation to complex 821 106 107 exponential time function response 108 27 1030 Circuit analysis in the complex amplitude domain 822 109 28 111 Node and mesh equations with complex amplitudes 833 834 1010 113 Quiz 3 Lectures 1524 29 116 System functions and frequency responses 922 93 166


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