Cod Re V Cgs Vs ↓ ဆန်းဝင်း ယား gs S roRD RI me high frequency small signal model of a common source amplifier is shown above. The amplifier has R=4MQ, Signal source resistance R,=5k2, mid band gain A=-g, R₁=-23.8 V/V gm-5 mA/V², Cd-0.59 pF, and cutoff frequency f=500 MHz Use Miller's theorem to decompose the capacitance Cgd

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G
RC V₂
HE
Cod
gs g
S
ro≥RD Rt
The high frequency small signal model of a common source amplifier is shown above. The amplifier has
R=4MQ, Signal source resistance R,=5k, mid band gain A=-g, R₁=—23.8 V/V
8m=5 mA/V², Ca=0.59 pF, and cutoff frequency f=500 MHz
gd
a) Use Miller's theorem to decompose the capacitance Cd
b) Calculate the input Capacitance Cin
c) Calculate the output capacitance Cout
d) Calculate the upper 3 dB frequency fH
Cin
Cout
f H
Transcribed Image Text:G RC V₂ HE Cod gs g S ro≥RD Rt The high frequency small signal model of a common source amplifier is shown above. The amplifier has R=4MQ, Signal source resistance R,=5k, mid band gain A=-g, R₁=—23.8 V/V 8m=5 mA/V², Ca=0.59 pF, and cutoff frequency f=500 MHz gd a) Use Miller's theorem to decompose the capacitance Cd b) Calculate the input Capacitance Cin c) Calculate the output capacitance Cout d) Calculate the upper 3 dB frequency fH Cin Cout f H
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