1.5v E B. AB 4700 uF 100 Ω R Figure 6 T ×200 Ω Table 2 Question 1. At t=0 the open circuit is closed, forming the connection: A. Caclulate the equivalent resistance of the circuit at t=0, then use this to find the predicted time constant tau (tau-Req * C) B. Calculate the voltage drop and the current through the charging capacitor at t=0, immediately when the switch is closed C. Calculate the equivalent resistance of the circuit for dicharging the capacitor. Then use this value to calculate hte predicted time constant for discharging the capacitor.

Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter19: Capacitors
Section: Chapter Questions
Problem 2PA: You are an electrician working in an industrial plant. You discover that the problem with a certain...
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1
1.5v
E
α
B+
A B
4700 uF:
100 Ω
R
Figure 6
T
>200 Ω
S
Table 2
Question 1. At t=0 the open circuit is closed, forming the connection:
A. Caclulate the equivalent resistance of the circuit at t=0, then use this
to find the predicted time constant tau (tau=Req * C)
B. Calculate the voltage drop and the current through the charging
capacitor at t=0, immediately when the switch is closed
C. Calculate the equivalent resistance of the circuit for dicharging the
capacitor. Then use this value to calculate hte predicted time constant
for discharging the capacitor.
Transcribed Image Text:1 1.5v E α B+ A B 4700 uF: 100 Ω R Figure 6 T >200 Ω S Table 2 Question 1. At t=0 the open circuit is closed, forming the connection: A. Caclulate the equivalent resistance of the circuit at t=0, then use this to find the predicted time constant tau (tau=Req * C) B. Calculate the voltage drop and the current through the charging capacitor at t=0, immediately when the switch is closed C. Calculate the equivalent resistance of the circuit for dicharging the capacitor. Then use this value to calculate hte predicted time constant for discharging the capacitor.
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