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1 AGBell – EECT 111 1 by Andrew G. Bell (260) 481-2288 Lecture 7.

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Presentation on theme: "1 AGBell – EECT 111 1 by Andrew G. Bell (260) 481-2288 Lecture 7."— Presentation transcript:

1 1 AGBell – EECT 111 1 by Andrew G. Bell abell118@ivytech.edu (260) 481-2288 Lecture 7

2 2 AGBell – EECT 111 2 CHAPTER 7 Basic Network Theorems

3 3 AGBell – EECT 111 3 Network Theorem Network: A complex combination of components Theorem: Ideas or statements that are used to solve network problems

4 4 AGBell – EECT 111 4 Network Theorem Assumptions Linear networks Steady-state conditions

5 5 AGBell – EECT 111 5 Network Theorem Today, computers perform network analysis in seconds. Technicians need to know the basic concepts of each theorem.

6 6 AGBell – EECT 111 6 Important Terms Bilateral Resistance: Resistance having equal resistance in either direction. Linear Network: A circuit whose electrical behavior does not change with different voltage or current values. Steady-State Condition: The condition where circuit values and conditions are stable or constant.

7 7 AGBell – EECT 111 7 Maximum Power Transfer Theorem Maximum power transferred from the source to the load when R S = R L R S = source resistance R L = load resistance

8 8 AGBell – EECT 111 8 Series Circuit Example

9 9 AGBell – EECT 111 9 Efficiency Factor Measure of the percentage of power generated reaching the source.

10 10 AGBell – EECT 111 10 AGBell – EECT 111 Example Use Multisim and Excel to calculate the Pin and Pout values Multisim Excel

11 11 AGBell – EECT 111 11 AGBell – EECT 111 Summary of the Maximum Power Transfer Theorem Maximum power transfer occurs when R S = R L. Efficiency at maximum transfer is 50%. When R L is greater than R S, efficiency is larger than 50%. When R L is less than R S, efficiency is less than 50%.

12 12 AGBell – EECT 111 12 AGBell – EECT 111 Power Versus R l Use Multisim and Excel to recreate the Plot of Load Power vs Load Resistance Multisim Excel

13 13 AGBell – EECT 111 13 AGBell – EECT 111 Efficiency Versus R l

14 14 AGBell – EECT 111 14 AGBell – EECT 111 Superposition Theorem Used when there are two or more voltage sources in a network. There are three basic steps to the solution:

15 15 AGBell – EECT 111 15 AGBell – EECT 111 Example

16 16 AGBell – EECT 111 16 AGBell – EECT 111 Superposition Theorem

17 17 AGBell – EECT 111 17 AGBell – EECT 111 Superposition Theorem (cont.)

18 18 AGBell – EECT 111 18 AGBell – EECT 111 Superposition Theorem (cont.) Use Multisim and Excel to calculate the nodal voltage, Va, using Superposition Multisim Excel

19 19 AGBell – EECT 111 19 AGBell – EECT 111 Summary of Superposition Theorem Ohm’s law is used to analyze the circuit using one source at a time. Final results are determined by algebraically superimposing the results of all the sources involved.

20 20 AGBell – EECT 111 20 AGBell – EECT 111 Thevenin’s Theorem A theorem used to simplify complex networks to determine circuit voltages and currents. States that any linear two-terminal network can be replaced by a simplified equivalent circuit consisting of a single voltage source and a single series resistance.

21 21 AGBell – EECT 111 21 AGBell – EECT 111 Thevenin’s Theorem Example MultisimExcel Use Multisim and Excel to calculate the Thevenin equivalent circuit

22 22 AGBell – EECT 111 22 AGBell – EECT 111 Norton’s Theorem Is used to reduce a two-terminal network to a single current source and a single parallel resistance. Any linear two-terminal network can be replaced by an equivalent circuit consisting of a single current source and a single shunt or parallel resistance.

23 23 AGBell – EECT 111 23 AGBell – EECT 111 Norton’s Theorem Example

24 24 AGBell – EECT 111 24 AGBell – EECT 111 Relationship Between Norton and Thevenin


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