If the peak current is 16.5 A, what is the average?

Ready to ace the NEIEP Electrical Fundamentals (360) Test? Study with our interactive flashcards and multiple choice questions, all featuring detailed hints and explanations. Prepare confidently for your upcoming exam!

Multiple Choice

If the peak current is 16.5 A, what is the average?

Explanation:
When a current waveform is a sine wave that has been full-wave rectified, its average value over a complete cycle is about 0.637 times its peak. This comes from averaging i(t) = I_peak |sin(ωt)| over one period, which yields I_avg = (2/π) I_peak. Plugging in the peak current: I_avg = (2/π) × 16.5 A ≈ 10.5 A. So the average current is 10.5 A. The other values don’t match because they would represent different relationships to the peak (for example, the peak value itself, or a smaller fraction), whereas the correct average for a full-wave rectified sine is 2/π of the peak.

When a current waveform is a sine wave that has been full-wave rectified, its average value over a complete cycle is about 0.637 times its peak. This comes from averaging i(t) = I_peak |sin(ωt)| over one period, which yields I_avg = (2/π) I_peak.

Plugging in the peak current:

I_avg = (2/π) × 16.5 A ≈ 10.5 A.

So the average current is 10.5 A. The other values don’t match because they would represent different relationships to the peak (for example, the peak value itself, or a smaller fraction), whereas the correct average for a full-wave rectified sine is 2/π of the peak.

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy