| Preliminaries; Current and Voltage; Electrical Elements and Circuits; Kirchhoff's Laws |
| Lecture 01 - Preliminaries |
| Lecture 02 - Current |
| Lecture 03 - Voltage |
| Lecture 04 - Electrical Elements and Circuits |
| Lecture 05 - Kirchhoff's Current Law (KCL) |
| Lecture 06 - Kirchhoff's Voltage Law (KVL) |
| Basic Elements: Current and Voltage Sources; R, L, C, M; Linearity of Elements |
| Lecture 07 - Voltage Source |
| Lecture 08 - Current Source |
| Lecture 09 - Resistor |
| Lecture 10 - Capacitor |
| Lecture 11 - Inductor |
| Lecture 12 - Mutual Inductor |
| Lecture 13 - Linearity of Elements |
| Elements in Series and Parallel |
| Lecture 14 - Series Connection - Voltage Sources in Series |
| Lecture 15 - Series Connection of R, L, C Current Source |
| Lecture 16 - Elements in Parallel |
| Lecture 17 - Current Source in Series with an Element; Voltage Source in Parallel with an Element |
| Lecture 18 - Extreme Cases: Open and Short Circuits |
| Lecture 19 - Summary |
| Controlled Sources |
| Lecture 20 - Voltage Controlled Voltage Source (VCVS) |
| Lecture 21 - Voltage Controlled Current Source (VCCS) |
| Lecture 22 - Current Controlled Voltage Source (CCVS) |
| Lecture 23 - Current Controlled Current Source (CCCS) |
| Lecture 24 - Realizing a Resistance using VCCS or CCCS |
| Lecture 25 - Scaling an Element's Value using Controlled Sources |
| Lecture 26 - Example Calculation |
| Power and Energy in Circuits |
| Lecture 27 - Power and Energy Absorbed by Electrical Elements |
| Lecture 28 - Power and Energy in a Resistor |
| Lecture 29 - Power and Energy in a Capacitor |
| Lecture 30 - Power and Energy in an Inductor |
| Lecture 31 - Power and Energy in a Voltage Source |
| Lecture 32 - Power and Energy in a Current Source |
| Circuit Analysis Methods |
| Lecture 33 - Goals of Circuit Analysis |
| Lecture 34 - Number of Independent KCL Equations |
| Lecture 35 - Number of Independent KVL Equations and Branch Relationships |
| Lecture 36 - Analysis of Circuits with a Single Independent Source |
| Lecture 37 - Analysis of Circuits with Multiple Independent Sources using Superposition |
| Lecture 38 - Superposition: Example |
| Nodal Analysis |
| Lecture 39 - What is Nodal Analysis? |
| Lecture 40 - Setting up Nodal Analysis Equations |
| Lecture 41 - Structure of the Conductance Matrix |
| Lecture 42 - How Elements Appear in the Nodal Analysis Formulation |
| Lecture 43 - Completely Solving the Circuit Starting from Nodal Analysis |
| Lecture 44 - Nodal Analysis Example |
| Lecture 45 - Matrix Inversion Basics |
| Extending Nodal Analysis with Different Sources |
| Lecture 46 - Nodal Analysis with Independent Voltage Sources |
| Lecture 47 - Supernode for Nodal Analysis with Independent Voltage Sources |
| Lecture 48 - Nodal Analysis with VCCS |
| Lecture 49 - Nodal Analysis with VCVS |
| Lecture 50 - Nodal Analysis with CCVS |
| Lecture 51 - Nodal Analysis with CCCS |
| Lecture 52 - Nodal Analysis Summary |
| Mesh Analysis |
| Lecture 53 - Planar Circuits |
| Lecture 54 - Mesh Currents and their Relationship to Branch Currents |
| Lecture 55 - Mesh Analysis |
| Lecture 56 - Mesh Analysis with Independent Current Sources - Supermesh |
| Lecture 57 - Mesh Analysis with Current Controlled Voltage Sources |
| Lecture 58 - Mesh Analysis with Current Controlled Current Sources |
| Lecture 59 - Mesh Analysis using Voltage Controlled Sources |
| Lecture 60 - Nodal Analysis vs Mesh Analysis |
| Circuit Theorems |
| Lecture 61 - Superposition Theorem |
| Lecture 62 - Pushing a Voltage Source through a Node |
| Lecture 63 - Splitting a Current Source |
| Lecture 64 - Substitution Theorem: Current Source |
| Lecture 65 - Substitution Theorem: Voltage Source |
| Lecture 66 - Substituting a Voltage or Current Source with a Resistor |
| More Circuit Theorems |
| Lecture 67 - Extensions to Superposition and Substitution Theorem |
| Lecture 68 - Thevenin's Theorem |
| Lecture 69 - Worked Out Example: Thevenin's Theorem |
| Lecture 70 - Norton's Theorem |
| Lecture 71 - Worked Out Example: Norton's Theorem |
| Lecture 72 - Maximum Power Transfer Theorem |
| Two Port Parameters |
| Lecture 73 - Preliminaries |
| Lecture 74 - Two Port Parameters |
| Lecture 75 - Y Parameters |
| Lecture 76 - Y Parameters: Examples |
| Lecture 77 - Z Parameters |
| Lecture 78 - Z Parameters: Examples |
| Lecture 79 - H Parameters |
| Lecture 80 - H Parameters: Examples |
| Lecture 81 - G Parameters |
| Lecture 82 - G Parameters: Examples |
| Lecture 83 - Calculations with a Two-port Element |
| Lecture 84 - Calculations with a Two-port Element (cont.) |
| Lecture 85 - Degenerate Cases |
| Lecture 86 - Relationship between Different Two-port Parameters |
| Lecture 87 - Equivalent Circuit Representation for Two Ports |
| Reciprocity in Resistive Networks |
| Lecture 88 - Reciprocity |
| Lecture 89 - Proof of Reciprocity of Resistive Two Ports |
| Lecture 90 - Proof for 4-Terminal Two Ports |
| Lecture 91 - Reciprocity in terms of Different Two Port Parameters |
| Lecture 92 - Reciprocity in Circuits Containing Controlled Sources |
| Lecture 93 - Examples |
| Op-Amp and Negative Feedback |
| Lecture 94 - Feedback Amplifier using an Op-Amp |
| Lecture 95 - Ideal Op-Amp |
| Lecture 96 - Negative Feedback around the Op-Amp |
| Lecture 97 - Finding Op-Amp Signs for Negative Feedback |
| Lecture 98 - Example: Determining Op-Amp Signs for Negative Feedback |
| Lecture 99 - Analysis of Circuits with Op-Amps |
| Op-Amps: Example Circuits and Additional Topics |
| Lecture 100 - Inverting Amplifier |
| Lecture 101 - Summing Amplifier |
| Lecture 102 - Instrumentation Amplifier |
| Lecture 103 - Negative Resistance and Miller Effect |
| Lecture 104 - Finding Op-Amp Signs for Negative Feedback Circuits with Multiple Op-Amps |
| Lecture 105 - Op-Amp Supply Voltages and Saturation |
| Lecture 106 - KCL with an Op-Amp and Supply Currents |
| First Order Circuits |
| Lecture 107 - Circuits with Storage Elements (Capacitors and Inductors) |
| Lecture 108 - First Order Circuit with Zero Input - Natural Response |
| Lecture 109 - First Order Circuit with Zero Input - Example |
| Lecture 110 - First Order Circuit with a Constant Input |
| Lecture 111 - General Form of the First Order Circuit Response |
| Lecture 112 - First Order RC Circuit with a Constant Input - Example |
| Lecture 113 - First Order Circuit with Piecewise Constant Input |
| Lecture 114 - First Order Circuit with Piecewise Constant Input - Example |
| Lecture 115 - First Order Circuit - Response of Arbitrary Circuit Variables |
| Lecture 116 - Summary: Computing First Order Circuit Response |
| First Order Circuits with with Discontinuities |
| Lecture 117 - Does a Capacitor Block DC? |
| Lecture 118 - Finding the Order of a Circuit |
| Lecture 119 - First Order RC Circuits with Discontinuous Capacitor Voltages |
| Lecture 120 - Summary: Computing First Order Circuit Response with Discontinuities |
| Lecture 121 - First Order RL Circuits |
| Lecture 122 - First Order RL Circuits with Discontinuous Inductor Current - Example |
| First Order Circuits with Time-Varying Inputs |
| Lecture 123 - First Order RC Circuit with an Exponential Input |
| Lecture 124 - First Order RC Response to its Own Natural Response |
| Lecture 125 - First Order RC Response to a Sinusoidal Input |
| Lecture 126 - First Order RC Response to a Sinusoidal Input via the Complex Exponential |
| Lecture 127 - Summary: Linear Circuit Response to Sinusoidal Input via the Complex Exponential |
| Sinusoidal Steady State Response and Total Response |
| Lecture 128 - Three Methods of Calculating the Sinusoidal Steady State Response |
| Lecture 129 - Calculating the Total Response Including Initial Conditions |
| Lecture 130 - Why are Sinusoids Used in Measurement? |
| Second Order System |
| Lecture 131 - Second Order System - Natural Response |
| Lecture 132 - Second Order System as a Cascade of Two First Order Systems |
| Lecture 133 - Second Order System - Natural Response; Critically Damped and Underdamped |
| Lecture 134 - General Form of a Second Order System |
| Lecture 135 - Numerical Example |
| Lecture 136 - Series and Parallel RLC Circuits |
| Lecture 137 - Forced Response of a Second Order System |
| Direct Calculation of Steady State Response from Equivalent Components |
| Lecture 138 - Steady State Response Calculation and Phasors |
| Lecture 139 - Phasors (cont.) |
| Magnitude and Phasor Plots; Maximum Power Transfer Theorem |
| Lecture 140 - Magnitude and Phasor Plots |
| Lecture 141 - Magnitude and Phasor Plots of a Second Order System |
| Lecture 142 - Maximum Power Transfer and Conjugate Matching |