Let us consider the single-phase full-wave diode rectifier of Fig. 3a with a battery of E=30V on the load side. The corresponding source current i, with a peak value of 10 A and a period of 20 ms is shown in Fig. 3b. Determine: a. The power absorbed by the battery E; b. Calculate the THD of the source current i, ignoring the harmonic above n = 4. The Fourier series-based harmonics calculation is to be shown. 15 i, 10 E 本 本 -10 -15 10 15 20 Time (ma) (a) (b) (", KHKH

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Let us consider the single-phase full-wave diode rectifier of Fig. 3a with a battery of E=30V on the load
side. The corresponding source current i, with a peak value of 10 A and a period of 20 ms is shown in
Fig. 3b. Determine:
a. The power absorbed by the battery E;
b. Calculate the THD of the source current i, ignoring the harmonic above n = 4. The Fourier
series-based harmonics calculation is to be shown.
15
i,
10
本 本
-10
-15
10
15
20
Time (ma)
(a)
(b)
Fig. 3: The diode rectifier of Problem 3 with the corresponding source current.
(",
Transcribed Image Text:Let us consider the single-phase full-wave diode rectifier of Fig. 3a with a battery of E=30V on the load side. The corresponding source current i, with a peak value of 10 A and a period of 20 ms is shown in Fig. 3b. Determine: a. The power absorbed by the battery E; b. Calculate the THD of the source current i, ignoring the harmonic above n = 4. The Fourier series-based harmonics calculation is to be shown. 15 i, 10 本 本 -10 -15 10 15 20 Time (ma) (a) (b) Fig. 3: The diode rectifier of Problem 3 with the corresponding source current. (",
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