Q1. By first using combinations of resistors, calculate the source current of Circuit 1 and hence calculate the total power dissipated in the resistors. Q2. Use either mesh or nodal analysis to calculate the total power generated by the sources of Circuit 2. Q3. Deduce the Thévenin or Norton equivalent circuit of Circuit 3 and hence calculate the maximum power that this circuit can deliver to a matched load. Q4. A series RL load with R=3002 and L = 0.5mH is connected across the terminals AB of Circuit 3. Sketch a fully-labelled graph of the resulting circuit current through the 302 resistor for t> 0 and calculate the time when the current reaches 80% of its steady-state value. (Note: graph paper is not required). Circuit 1 Circuit 2 Is Circuit 3 Is Vs 2R ww R R w R ww R ww R R ww ww 2R 2R ww 2R 2R ww 18 B Vs

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Q1. By first using combinations of resistors, calculate the source current of Circuit 1
and hence calculate the total power dissipated in the resistors.
Q2. Use either mesh or nodal analysis to calculate the total power generated by the
sources of Circuit 2.
Q3. Deduce the Thévenin or Norton equivalent circuit of Circuit 3 and hence
calculate the maximum power that this circuit can deliver to a matched load.
Q4. A series RL load with R=3002 and L = 0.5mH is connected across the terminals
AB of Circuit 3. Sketch a fully-labelled graph of the resulting circuit current
through the 300 resistor for t> 0 and calculate the time when the current
reaches 80% of its steady-state value. (Note: graph paper is not required).
Circuit 1
Circuit 2 Is
Circuit 3
Is ↑
Vs
+
R
R
ww
www
2R
R
ww ww
ww
R
ww
ww
R
2R
2R
2R
www
2R
MA
93
B
Vs
Transcribed Image Text:Q1. By first using combinations of resistors, calculate the source current of Circuit 1 and hence calculate the total power dissipated in the resistors. Q2. Use either mesh or nodal analysis to calculate the total power generated by the sources of Circuit 2. Q3. Deduce the Thévenin or Norton equivalent circuit of Circuit 3 and hence calculate the maximum power that this circuit can deliver to a matched load. Q4. A series RL load with R=3002 and L = 0.5mH is connected across the terminals AB of Circuit 3. Sketch a fully-labelled graph of the resulting circuit current through the 300 resistor for t> 0 and calculate the time when the current reaches 80% of its steady-state value. (Note: graph paper is not required). Circuit 1 Circuit 2 Is Circuit 3 Is ↑ Vs + R R ww www 2R R ww ww ww R ww ww R 2R 2R 2R www 2R MA 93 B Vs
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