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ECE 4991 Electrical and Electronic Circuits Chapter 3 Where are we? • Chapter 2 - The basic concepts and practice at analyzing simple electric circuits with sources and resistors • Chapter 3 – More harder networks to analyze and the notion of equivalent circuits • Chapter 4 – Capacitors and inductors added to the mix • Chapter 5 – Analyzing transient situations in complex passive networks • Chapter 8 – New subject – the wonders of operational amplifiers as system elements • Chapter 9 – Introduction to semiconductors – the basics and diodes – more network analysis • Chapter 10 – Bipolar junction transistors and how they work – now you can build your own op amp 2 What’s Important in Chapter 3 1. 2. 3. 4. 5. Definitions Nodal Analysis Mesh Analysis The Principle of Superposition Thevenin and Norton Equivalent Circuits 6. Condition for Maximum Power Transfer 3 1. Definitions • • • • • • • • Node voltages Branch currents “Ground” KCL Nodal Analysis Mesh currents KVL Mesh Analysis • Principle of Superposition • Equivalent circuit • Thevenin theorem • Norton theorem • One-port networks • Source loading 4 2. Nodal Analysis • Used to “analyze” circuits • Solve for currents, voltages, power, etc., throughout circuits • Applies KCL to nodes – Often used in concert with Ohm’s Law 5 Node Method • Find nodes – Identify ground node • Label branch currents & node voltages • Node voltages, if not defined by a voltage source, are independent variables • Write KCL for nodes • Solve for unknowns 6 Working with Nodal Analysis 7 Working with Nodal Analysis R4 R2 I V R1 R3 8 Working with Nodal Analysis R3 R1 V I R4 R2 R5 R6 9 Working with Nodal Analysis 10 For Next Time 1. Sign onto Blackboard, if still have not 2. Practice Nodal Analysis 3. Learn about rest of chapter 3, particularly about mesh analysis 11 3. Mesh Analysis • Also used to “analyze” circuits • Solve for currents, voltages, power, etc., throughout circuits • Applies KVL to meshes – Often used in concert with Ohm’s Law 12 Node Method • Identify meshes and mesh currents • For n meshes and m current sources, there are n-m independent variables • Write KVL for all meshes with unknown mesh currents • Solve for unknowns I 13 Working with Mesh Analysis I 14 Working with Mesh Analysis R4 R2 I V R1 R3 15 Working with Mesh Analysis R6 R3 R1 I R4 R2 R5 V 16 Working with Mesh Analysis 17 For Next Time 1. Sign onto Blackboard, if still have not 2. Keep practicing Nodal Analysis 3. Practice Mesh Analysis 4. Learn about rest of chapter 3, particularly about equivalent circuits 18 4. The Principle of Superposition • • When working with linear circuits, can find the solution for each energy source and combine the results Procedure: – Remove all but one energy source • • – – – V sources wires I sources opens Solve the circuit Repeat for a different energy source Add up the solutions 19 5. Thévenin and Norton Equivalent Circuits I RT VT • Thévenin Theorem When viewed from the load, any network composed of ideal voltage and current sources and of linear resistors, may be represented by an equivalent circuit consisting of an ideal voltage source VT in series with an equivalent resistance RT 20 Thévenin and Norton Equivalent Circuits I I IN RN • Norton Theorem When viewed from the load, any network composed of ideal voltage and current sources and of linear resistors, may be represented by an equivalent circuit consisting of an ideal current source IN in parallel with an equivalent resistance RN 21 Thévenin Equivalence • Equivalent Resistance 1. Remove load 2. Zero all current and voltage sources • • V sources wires I sources opens 3. Compute the resistance between the load terminals • Equivalent Voltage 1. Remove the load 2. Define VOC as the open-circuit voltage across the load terminals 3. Solve for VOC 22 Thévenin Equivalent Circuits R1 V R2 RT = ? VT = ? RL 23 Thévenin Equivalent Circuits R1 RT VT V R2 24 Working with Thévenin Equivalent Circuits R2 I V R1 RT = ? R3 VT = ? 25 Working with Thévenin Equivalent Circuits RT VT 26 R2 Practice with Thévenin Equivalent Circuits I R3 V R1 R5 R4 RT = ? VT = ? 27 Practice with Thévenin Equivalent Circuits 28 Chapter 2 and 3 Practice for Test 29 Chapter 2 and 3 Practice for Test 30 Chapter 2 and 3 Practice for Test 31 Chapter 2 and 3 Practice for Test 32 Chapter 2 and 3 Practice for Test 33 Chapter 2 and 3 Practice for Test 34