what is the formula for finding the heat produced in capacitor?
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Answered by
6
ere's how I go:
Since there's no current in both states, we can disregard the resistor.
I calculate voltage of C1, when switch is open
U=Q/C=2VU=Q/C=2V
Switch closes, voltage is
E1−E2=8VE1−E2=8V
it divides on capacitors 4/3V on C1 and 20/3 on C2.
Use
We=1/2∗C∗(ΔU)2We=1/2∗C∗(ΔU)2
Use it on both capacitors, sum them and get the wrong result, 70/3 instead of 15μJ.
Since there's no current in both states, we can disregard the resistor.
I calculate voltage of C1, when switch is open
U=Q/C=2VU=Q/C=2V
Switch closes, voltage is
E1−E2=8VE1−E2=8V
it divides on capacitors 4/3V on C1 and 20/3 on C2.
Use
We=1/2∗C∗(ΔU)2We=1/2∗C∗(ΔU)2
Use it on both capacitors, sum them and get the wrong result, 70/3 instead of 15μJ.
Answered by
10
Answer:
Since there's no current in both states, we can disregard the resistor.
I calculate voltage of C1, when switch is open
U=Q/C=2VU=Q/C=2V
Switch closes, voltage is
E1−E2=8VE1−E2=8V
it divides on capacitors 4/3V on C1 and 20/3 on C2.
Use
We=1/2∗C∗(ΔU)2We=1/2∗C∗(ΔU)2
Use it on both capacitors, sum them and get the wrong result, 70/3 instead of 15μJ.
I hope this helps.
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