Question 1 In a single-phase resistive circuit in which the load voltage is controlled by symmetrical phase angle triggering of a pair of inverse-parallel connected thyristors as shown in Figure 1 below. If the supply voltage is vs = 240 sinwt, a = 60° and R = 65 02, calculate : (a) The rms value of the fundamental component of the load current, (b) The value of the displacement angle between the supply voltage and the fundamental component of the load current, (c) The rms value of the load voltage and the power factor of the circuit. (d) The displacement factor and the distortion factor. Figure 1 =V sin cot T₁ iL V Load

Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter3: Power Transformers
Section: Chapter Questions
Problem 3.24MCQ: It is stated that (i) balanced three-phase circuits can be solved in per unit on a per-phase basis...
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Question 1
In a single-phase resistive circuit in which the load voltage is controlled by symmetrical phase angle
triggering of a pair of inverse-parallel connected thyristors as shown in Figure 1 below. If the supply
voltage is vs = 240 sinwt, a = 60° and R = 652, calculate :
(a) The rms value of the fundamental component of the load current,
(b) The value of the displacement angle ₁ between the supply voltage and the fundamental
component of the load current,
(c) The rms value of the load voltage and the power factor of the circuit.
(d) The displacement factor and the distortion factor.
s =V₁ sin cot
M
Figure 1
TI
VL
Load
Transcribed Image Text:Question 1 In a single-phase resistive circuit in which the load voltage is controlled by symmetrical phase angle triggering of a pair of inverse-parallel connected thyristors as shown in Figure 1 below. If the supply voltage is vs = 240 sinwt, a = 60° and R = 652, calculate : (a) The rms value of the fundamental component of the load current, (b) The value of the displacement angle ₁ between the supply voltage and the fundamental component of the load current, (c) The rms value of the load voltage and the power factor of the circuit. (d) The displacement factor and the distortion factor. s =V₁ sin cot M Figure 1 TI VL Load
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