jangyasinniTeacher
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To find the fundamental load power of a single-phase full bridge inverter with an RLC load, we first need to determine the total impedance (Z) of the load.
1. Calculate the reactance (X):
[
X = X_L – X_C = 11 , Omega – 20.54 , Omega = -9.54 , Omega
]
2. Calculate the total impedance (Z):
[
Z = sqrt{R^2 + X^2} = sqrt{4^2 + (-9.54)^2} = sqrt{16 + 91.52} = sqrt{107.52} approx 10.37 , Omega
]
3. Calculate the current (I) using the RMS value of the voltage:
[
I = frac{V_{dc}}{Z} = frac{230 , V}{10.37 , Omega} approx 22.17 , A
]
4. Calculate the power factor (pf):
[
pf = cos(theta) = frac{R}{Z} = frac{4 , Omega}{10.37 , Omega} approx 0.385
]
5. Calculate the fundamental load power (P):
[
b
Explanation: Average value of fundamental output voltage = 4Vs/π = 292.85 V
Z = [R
2 + (Xl – Xc)
2
]
1/2
I = V/Z = 28.31
I(rms)(fundamental) = V/Z√2 = (292.85)/(1.414 x 10.345) = 20.02 A
Fundamental Load power = (20.02)
2 x R = (20.02)
2 x 4 = 1603.2 Watts.