leolaw
- 85
- 1
I am always confused with rms value and peak value, so here is the problem:
What will be the peak value of the current of a well-insulated 0.03\mu F capacitor connected to a 2.0-kV(rms) 720-Hz line?
So first I find the reactance of the capacitor, which is:
X_c=\frac{1}{2\pi fC}
7.4k \Omega
and then V_{rms} = I_rms * X_c
2*10^3 = I_{rms} (7.4 * 10^3)
I_{rms} = 2.7 * 10^{-1} A
so is this the right answer, or do i have to multiply it by \sqrt{2} to get the peak value?
What will be the peak value of the current of a well-insulated 0.03\mu F capacitor connected to a 2.0-kV(rms) 720-Hz line?
So first I find the reactance of the capacitor, which is:
X_c=\frac{1}{2\pi fC}
7.4k \Omega
and then V_{rms} = I_rms * X_c
2*10^3 = I_{rms} (7.4 * 10^3)
I_{rms} = 2.7 * 10^{-1} A
so is this the right answer, or do i have to multiply it by \sqrt{2} to get the peak value?