Calculating Frequency and Form Factor for Half Rectified Sine Wave

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The discussion focuses on calculating the frequency and form factor of a half rectified sine wave using given parameters. The waveform frequency is determined to be 28.57Hz based on the period of 0.035 seconds. The calculations yield an Irms of 5.88A and an Iave of 4.00A, resulting in a form factor of 1.47. The equations used for Irms and Iave are deemed suitable approximations for this analysis. Overall, the calculations and results appear to be correct.
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1. Calculate the waveform frequency and form factor of a half rectified sine wave

Ipk = Peak current = 11A
Tp = Pulse time of sine wave = 0.02s
T = Period = 0.035s


2. I have used the equations:

Irms = Ipk*sqrt(f*Tp/2)
Iave = (2*f*Ipk*Tp)/pi
f = 1/T


3. I have waveform frequency as 1/0.035 = 28.57Hz

I have Irms = 5.88A and Iave = 4.00A and therefore form factor = 5.88/4.00 = 1.47.

Does this look correct?

Thanks
 
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Presumably your equations for Irms and Iave represent suitable approximations, in which case your results are good.
 

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