Q7. Find the input pole
For the circuit below, find the input pole (in rad/s ) using Miller's theorem. Assume that r_o is infinity and neglect parasitic capacitances. The current source biasing Q2 transistor is ideal. Assume g_m and r_{\pi} for Q1 is known.

Question

Q7. Find the input pole 
 For the circuit below, find the input pole (in   rad/s ) using Miller's theorem. Assume that   r_o  is infinity and neglect parasitic capacitances. The current source biasing Q2 transistor is ideal. Assume   g_m  and   r_{\pi}  for Q1 is known.

Answer

\omega_{pi} = \frac{1}{(R_C || r_{\pi})	imes C_F(1 + g_m R_B)}

Answer

\omega_{pi} = \frac{RC}{(R_C || r_{\pi})	imes C_F(1 + g_m R_B)}

Answer

\omega_{pi} = \frac{1}{(R_B || r_{\pi})	imes C_F(1 + g_m R_C)}

Answer

\omega_{pi} = \frac{1}{(R_C + r_{\pi})	imes C_F(1 + g_m R_B)}

Answer

\omega_{pi} = \frac{1}{(R_B + r_{\pi})	imes C_F(1 + g_m R_C)}

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Q7. Find the input pole For the circuit below, find the input pole (in rad/s...

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