Problem 19.62 In the circuit shown in (Figure 1) , the capacitors are all initia
ID: 1532875 • Letter: P
Question
Problem 19.62
In the circuit shown in (Figure 1) , the capacitors are all initially uncharged and the battery has no appreciable internal resistance. Assume that E = 50.0 V and R = 18.5 .
Part B
After the switch is closed, find the maximum charge on the 20 pF capacitor.
Express your answer in picocoulumbs to three significant figures.
Part C
After the switch is closed, find the maximum charge on the 30 pF capacitor.
Express your answer in picocoulumbs to three significant figures.
Part D
After the switch is closed, find the maximum charge on the 40 pF capacitor.
Express your answer in picocoulumbs to three significant figures.
Part E
After the switch is closed, find the maximum potential difference across the 10 pFcapacitor.
Express your answer in volts to three significant figures.
Part F
After the switch is closed, find the maximum potential difference across the 20 pFcapacitor.
Express your answer in volts to three significant figures.
Part G
After the switch is closed, find the maximum potential difference across the 30 pFcapacitor.
Express your answer in volts to three significant figures.
Part H
After the switch is closed, find the maximum potential difference across the 40 pFcapacitor.
Express your answer in volts to three significant figures.
Part I
After the switch is closed, find the maximum reading of the ammeter A.
Express your answer in amperes to three significant figures.
Part J
After the switch is closed, find the time constant for the circuit.
Express your answer in picoseconds to three significant figures.
Explanation / Answer
1/Ceqa =1/C1+1/C2+1/C3
=1/20+1/30+1/40
Ceqa=9.23pf
There is no voltage across R because there is no current on R
50V across the 10 of and 50V across the series combination of capacitor s.All three capacitor s have the same charge
Q=CeqaV
=9.23*50=461.5pc
V=Q/C
V20=461.5/20=23.0v
V30=461.5/30=15.38v
V40=461.5/40=11.53v
V10=50v
I=V/R
= 50/18.5
=2.7A
T=RC
=18.5*19.23
=0.355ns