- 15,877
- 9,046
Bingo. Calculate the right side with numbers and you are done.
The discussion centers on the analysis of a solenoid with an inductance of 2.0 H connected to a 2.0 V DC supply in series with a 0.50 Ω resistor. The final current is calculated to be 4.0 A, with an initial rate of change of current at 1.0 A/s and a rate of change of 0.5 A/s when the current is 2.0 A. Additionally, the deflection of a ballistic galvanometer connected to a secondary coil of 2000 turns is determined to be 268 divisions when a primary current of 4.0 A is switched off, utilizing the formula θ = a N A B / R.
PREREQUISITESStudents of physics, electrical engineers, and anyone interested in the dynamics of inductive circuits and electromagnetic principles.
B = μ0 n I = 4 π * 10-7 * 1000 * 4 = 5 * 10-3 T.kuruman said:Bingo. Calculate the right side with numbers and you are done.
Right.moenste said:Q = Φ / R = B A N / R?
That should be 1.34*10-4..moenste said:B = μ0 n I = 4 π * 10-7 * 1000 * 4 = 5 * 10-3 T.
Q = 2000 * (8 * 10-4) * (5 * 10-3) / 60 = 1.33 * 10-4 C
θ = a Q = 2 * 1.34 * 10-4 = 2.68 * 10-4.cnh1995 said:That should be 1.34*10-4..
Use sensitivity of the galvanometer to find the number of divisions.
Well, 1.34*10-4 is the actual charge passed through the galvanometer. You have sensitivity as 2 divisions/ microcoulomb. How would you calculate the no of divisions from this?moenste said:θ = a Q = 2 * 1.34 * 10-4 = 2.68 * 10-4.
θ = a Q = deflections of the galvanometer.cnh1995 said:Well, 1.34*10-4 is the actual charge passed through the galvanometer. You have sensitivity as 2 divisions/ microcoulomb. How would you calculate the no of divisions from this?
Right.moenste said:θ = a Q = deflections of the galvanometer.
Update
1.34 * 10-4 C → 1.34 * 10-4 / 10-6 = 134 μC.
134 * 2 = 268. I think this should be right.