Drill Problems:
Capacitive Switched Circuits
+
$C$
$R_1$
$v(t)$
$R_2$
Determine the voltage $v(t) = A + Be^{-t/\tau}$, $t \ge 0$ for the situation when $R_1 = 97 \Omega$, $R_2 = 32 \Omega$, $C = 86 \mu F$, and $I_s = 68 mA$.
Provide at least 3 digits past the decimal for your answers.
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v(t) = A + Be$^{-t/\tau}$, $t \ge 0$,
where:
A = 6.596 volts
B = -4.960 volts
$\tau$ = 11.094 ms