An RC-coupled amplifier has equal input and output-circuit corner frequencies in the high-frequency band as given by
\omega _{21 }= \omega _{22} = \omega _{2 }= 250 × 10^{3} rad/s
Calculate the cut-off frequency of this band.
An RC-coupled amplifier has equal input and output-circuit corner frequencies in the high-frequency band as given by
\omega _{21 }= \omega _{22} = \omega _{2 }= 250 × 10^{3} rad/s
Calculate the cut-off frequency of this band.
A_{VH}= \frac{A_{V0} }{1+j(\omega /\omega _{2} )}
\left|A_{VH}\right|= \frac{A_{V0}}{\sqrt{1+j(\omega /\omega _{2} )} }
The g ain at 3 dB cut-off frequency is 1/\sqrt{2} of its mid-frequency gain. Therefore,
A_{VH}(\omega _{H} ) = \frac{A_{V0}}{\sqrt{1+(\omega _{H}/\omega _{2})^{2}} }
Solving for \omega _{H}, we have
\omega _{H}= \omega _{2} = 250 × 10^{3} rad/s