physics
posted by abdul rahman .
Consider a circuit with an RL series with L=0.09 H and R=0.05 Ohm. At t=0 the circuit is connected to a battery which provides V0=12 V.
(a)How long does it take to the current to equal a fraction 0.95 of the steady state current?
(b) What is the energy stored (in Joules) in the magnetic field when the current equals a fraction 0.95 of the steady state current?
(c) What is the total energy delivered (in Joules) by the battery up to the time t found in part (a) ?
(d) How much energy (in Joules) has been dissipated in the resistor?

I = E/R = 12/0.05 = 24q Amps = Steadystate current.
0.95I = 0.95 * 240 = 228A.
Vr + Vc = 12 Volts
228*00.05 + Vc = 12
Vc = 1211.4 = 0.6 Volts = Voltage across coil when i = 0.95I steadystate
a. Vc = 12/e^(t/T) = 0.6
e^(t/T) = 12/0.6 = 20
t/T = Ln20 = 3.0
T = L/R = 0.09/0.05 = 1.8 s.
t/1.8 = 3
t = 5.4 s.
c. Energy = E*I*t = 12*228*5.4=14,774.4
Joules.
d. Energy = I^2*R*t = (228)^2*0.05*5.4 =
14,036 Joules. 
Plz answer b part......(C) n (d) part are wrong !

wrong answer

please abdul answer of this question.

All of the answers are wrong! Please help!

sorry answer a) seems right the rest appears wrong though. Anyone for b),c),d)?

plz do u hav answers for other edx HW Q's ????

Did you figure the above problem out Abdul?
Thank 
I got d) 8165
you multiply 12/0.09
and than apply what Henry provided for answer c) 12*126*5.4=8165
It seems the numbers are getting mixed up, can someone figure out b) and c) with it?
thanks 
I meant divide 12/0.09 and then multiply the result by 0.95 which is approx. 126
b) and c) anyone? 
ANyone for Problem 2: Displacement Current a) please?
b) 0
Open Switch on an RL Circuit
b) and c) please? 
flu do u hav answers for Q2 part a
Q3 part b and part c, Q5 and Q7 all parts ??? 
Anyone for this please?
Problem 2: Displacement Current a) please?
Problem: Open Switch on an RL Circuit
b) and c) please? 
Yes, please the question below too?!
Problem 2: Displacement Current a)
Problem: Open Switch on an RL Circuit
b) and c) 
Please help!

Can somebody help with Problem: Displacement Current please?
I thought the formula is:
(1.25663706*10^6*0.04*0.2*0.0705)/(2*pi*0.05^2)
However, I am not getting the correctr answer. 
i need only the c1

C2: integral 1 to 5.4 of (12/0.05)^2)* (1e^((0.05 t)/0.09))^2 * 0.05 dt
C1: B + C2 
remember that E=1/2.L.I² for b)

Anybody figure out c)?

Anyone for Problem
Opening a Switch on an RL Circuit
c) please? 
Flu > ev give you the answer d (just integrate what he wrote)
now you have d) you have just to do answer c) = b) + d)