A single-phase full-wave converter in the figure below is supplied with a 120-V, 60-Hz source. The load is highly inductive and the load current is continuous and free of ripples. The electromotive...


A single-phase full-wave converter in the figure below is supplied with a 120-V, 60-Hz source. The load is<br>highly inductive and the load current is continuous and free of ripples. The electromotive force is neglected (E<br>0) and the resistance has a value of R = 10 Q. The delay angle is equal to 31.8°. The average output current is<br>9.18A and the nth harmonic component is expressed as below. The harmonic factor (known as THD) would be<br>equal to:<br>R<br>2. vZ.1.<br>Ir =<br>Vo<br>n. T<br>+Yi, = I,<br>E<br>Select one:<br>O a.<br>58.3%<br>Ob. 48.3%<br>O C. 78.3%<br>Od. 68.3%<br>

Extracted text: A single-phase full-wave converter in the figure below is supplied with a 120-V, 60-Hz source. The load is highly inductive and the load current is continuous and free of ripples. The electromotive force is neglected (E 0) and the resistance has a value of R = 10 Q. The delay angle is equal to 31.8°. The average output current is 9.18A and the nth harmonic component is expressed as below. The harmonic factor (known as THD) would be equal to: R 2. vZ.1. Ir = Vo n. T +Yi, = I, E Select one: O a. 58.3% Ob. 48.3% O C. 78.3% Od. 68.3%

Jun 11, 2022
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