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A three-phase full converter supplied from a 230 V source is working as a line commutated inverter. The load consists of RLE type with R = 5 Ω, E = 200 V and L = 1 mH. A continues current of 10 A is flowing through the load, find the value of the firing angle delay.
  • a)
    119°
  • b)
    127°
  • c)
    156°
  • d)
    143°
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
A three-phase full converter supplied from a 230 V source is working a...
Vo = 200 – 10×5 = 150V as the circuit is operating as an inverter Vo = -150V
Now, Vo = (3Vml/π) cos α
α = cos-1(-150π/3√2×230) = 118.88°.
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Most Upvoted Answer
A three-phase full converter supplied from a 230 V source is working a...
To find the value of the firing angle delay, we need to calculate the firing angle delay angle (α) using the formula:

α = tan^(-1)((E/V - I*R) / (I*X))

where:
E = 200 V (load voltage)
V = 230 V (source voltage)
I = 10 A (load current)
R = 5 Ω (load resistance)
X = ωL = ω * 1 mH = 2πfL = 2π(50)(0.001) = 0.314 Ω (load reactance)

Plugging in the values, we get:

α = tan^(-1)((200/230 - 10*5) / (10*0.314))
= tan^(-1)(-0.304)
≈ -17.62°

Since the firing angle delay cannot be negative, we take the positive value of the angle:

α ≈ 17.62°

Therefore, the value of the firing angle delay is approximately 17.62°.
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