J
Joachim
- Jan 1, 1970
- 0
How can I solve the following problem: "Show that the voltage Vc (t)
across the capacitor as a function of time goes as 4.125(1 -
exp(-t/0.1375)) volts. When the steady state has been reached, what is
the power dissipated in each resistor and the energy stored in the
capacitor?"
Circuit diagram: http://krebs.uk.com/rc.jpg
I know how to do this for a normal RC circuit, without the 22kOhm
resistor in parallel around the capacitor. I think I need to somehow
use Kirchhoff laws to figure this out, but I could really use a hand
getting started.
Thanks in advance,
Joachim
across the capacitor as a function of time goes as 4.125(1 -
exp(-t/0.1375)) volts. When the steady state has been reached, what is
the power dissipated in each resistor and the energy stored in the
capacitor?"
Circuit diagram: http://krebs.uk.com/rc.jpg
I know how to do this for a normal RC circuit, without the 22kOhm
resistor in parallel around the capacitor. I think I need to somehow
use Kirchhoff laws to figure this out, but I could really use a hand
getting started.
Thanks in advance,
Joachim