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For half wave rectifier secondary voltage V=30 sin$\omega t$,load resistance 500$\Omega$ used. The diode forward resistance 30$\Omega$neglecting transformer secondary resistance Find $I_{m} I_{dc}$
1 Answer
written 5.6 years ago by |
i)(a) The peak value of load current $I_{m}$ can be calculated as
$I_{m}=\frac{V_{m}}{R_{s}+R_{f}+R_{L}}=\frac{30}{0+30+500}$=56.6 mA ................(i)
b) The dc value of the load current is
$I_{dc}=\frac{V_{m}}{\pi\times R_{s}+R_{f}+R_{L}}=\frac{30}{\pi\times 530}$=18 mA ................(ii)
c) $I_{m}=\frac{I_{m}}{2}=\frac{56.6}{2}$=283 mA ............(iii)
ii) The dc output voltage
$V_{dc}=I_{dc}\times R_{L}=18\times 10^{-3}\times 500$=9V ...............(iv)
iii)$V_{rms}=\frac{V_{m}}{\sqrt 2}=\frac{30}{\sqrt 2}$=21.21 V ...........(v)
iv)Efficiency of …