A three-phase six-pulse rectifier shown in Figure Q1b is used to power a highly inductive load. The AC input voltage VL is 415 Vand frequency is 50 Hz. The semiconductor switch triggering angle is 45° and the (b) load current is 11 A. Calculate: (i) The output voltage (in Volt). (ii) The output power (in Watt). (iii) The firing angle a that provides output voltage equal to 255 V. (assume load current is constant and supply inductance is 4.5 mH/phase). (iv) The commutation angle u for the case in part (iii). (v) The RMS value of fundamental component in the input current (in Ampere). (vi) The 5th and 7th harmonic currents (in Ampere). io = I, la Vab IT3 Highly inductive Vo + load Vhc ip3 ADI IDI D2 Figure Q1b Three-phase rectifier.
A three-phase six-pulse rectifier shown in Figure Q1b is used to power a highly inductive load. The AC input voltage VL is 415 Vand frequency is 50 Hz. The semiconductor switch triggering angle is 45° and the (b) load current is 11 A. Calculate: (i) The output voltage (in Volt). (ii) The output power (in Watt). (iii) The firing angle a that provides output voltage equal to 255 V. (assume load current is constant and supply inductance is 4.5 mH/phase). (iv) The commutation angle u for the case in part (iii). (v) The RMS value of fundamental component in the input current (in Ampere). (vi) The 5th and 7th harmonic currents (in Ampere). io = I, la Vab IT3 Highly inductive Vo + load Vhc ip3 ADI IDI D2 Figure Q1b Three-phase rectifier.
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Question
![A three-phase six-pulse rectifier shown in Figure Q1b is used to power a highly inductive load. The AC
input voltage VL is 415 Vand frequency is 50 Hz. The semiconductor switch triggering angle is 45° and the
(b)
load current is 11 A. Calculate:
(i)
The output voltage (in Volt).
(ii)
The output power (in Watt).
(iii) The firing angle a that provides output voltage equal to 255 V.
(assume load current is constant and supply inductance is 4.5 mH/phase).
(iv)
The commutation angle u for the case in part (iii).
(v)
The RMS value of fundamental component in the input current (in Ampere).
(vi)
The 5th and 7th harmonic currents (in Ampere).
io = I,
la
Vab
IT3
Highly
inductive
Vo
+
load
Vhc
ip3
ADI
IDI
D2
Figure Q1b Three-phase rectifier.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F42657dca-4a69-4ddd-b085-3903d8a8163a%2Ff5a379d0-e13e-4101-b1f3-ba26119504f7%2F0c0d2wj_processed.png&w=3840&q=75)
Transcribed Image Text:A three-phase six-pulse rectifier shown in Figure Q1b is used to power a highly inductive load. The AC
input voltage VL is 415 Vand frequency is 50 Hz. The semiconductor switch triggering angle is 45° and the
(b)
load current is 11 A. Calculate:
(i)
The output voltage (in Volt).
(ii)
The output power (in Watt).
(iii) The firing angle a that provides output voltage equal to 255 V.
(assume load current is constant and supply inductance is 4.5 mH/phase).
(iv)
The commutation angle u for the case in part (iii).
(v)
The RMS value of fundamental component in the input current (in Ampere).
(vi)
The 5th and 7th harmonic currents (in Ampere).
io = I,
la
Vab
IT3
Highly
inductive
Vo
+
load
Vhc
ip3
ADI
IDI
D2
Figure Q1b Three-phase rectifier.
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