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R1 RL R2 Vs Given: Vs = 110 VRMS at 60 Hz R1 = 2 ko R2 is 100 ka IGT = 10 mA If the Conduction angle is desired to be 150°, w

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Given conduction angle  \beta =150^{o}

firing angle is given as

\alpha =180^{o}-\beta =180^{o}-150^{o}=30^{o}

\alpha =30^{o}

The input voltage at this angle is

V_{s,\alpha }=\sqrt{2}V_{s,rms}sin(\alpha )=\sqrt{2}*110*sin(30^{o})

V_{s,\alpha }=77.782

Now equation for gate current is given as

I_{GT}=\frac{V_{s,\alpha }}{R_{1}+R_{2}}=\frac{77.782}{2k+R_{2}}=10\: \: mA given

2k+R_{2}=\frac{77.782}{10m}

2k+R_{2}=7.78\: k

R_{2}=7.78\: k-2k=5.78\: k\Omega

\mathbf{R_{2}=5.78\: k\Omega } so answer is R= 5.78 k ohms

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