Consider the series RLC circuit in which R2<4L/C (underdamped).
Assume that at t=0 , the charge on the capacitor has its maximum value.
(a) The differential equation obeyed by the potential across the capacitor can be written in the following form
d2V/dt2+a*dV/dt+b*V=0
a) Express a in term of, if necessary, R, L, C.
Express b in term of, if necessary, R, L, C.
In the circuit above, R=251 Ohm, L=0.07 H, C=2e-06 F.
(b) What is the decay constant (in seconds) according to which the charge on the capacitor is decaying?
(c) The times at which the total energy stored in the RLC circuit is exclusively of electric nature can be written as
t= a+bn n=0,1,2,3,…
What is b?
a) R/L
second a) ?
b)
0.000828
c)
0
0.00226
Did anybody get second question a)?Express b in term of, if necessary, R , L , C .
Thanks FLu!
Anybody for:
a)Express b in term of, if necessary, R , L , C ?
Have you the formula? Please
Thanks, please answer ?
a)Express b in term of, if necessary, R , L , C ?
Answer second expression for a) please?
How have you calculated the answer to b and c ???
RORRO, what is the last expression a)Express b in term of, if necessary, R , L , C ?
Please explicit the method for calculating the answers to b) and c).
Thanks, please answer ?
a)Express b in term of, if necessary, R , L , C ?