The following circuit shows a discrete common source M The MOSFTE is n-channel MOSFET. The transconductance of the n-channel MOSFET (g) is 3 mA/V. Rsig 100 k2, RGI = 47 MO, Raig 100 k, Ro210 M2, Rs =2 k2, Ro-47 kS2, RL 10 k2, Rig 100 k2, Cs-1 pF, Ced 0.2 pF, VA ne C-S MOSFET amplifier has three low break frequencies in low frequency band at fLI-1 Hz (caused by Cei), fi2 -100 Hz (caused by Cs), fio= 10HZ (caused by Ccz) (d) Draw small signal equivalent circuit of the amplifier in high frequency band. (e) Derive the transfer function, TH(s), and find the high corner frequency from the transfer function. (You may use Miller's theorem, but not tìme constants).

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1. The following circuit shows a discrete common source MOSFET ampliier
The MOSFTE is n-channel MOSFET,
The transconductance of the n-channel MOSFET (g) is 3 mA/V.
Ri 100 kN, RGI = 47 MQ, Ri 100 kQ, Ra2
10 MO, Rs =2 k2, Ro – 4,7 k2,
RL 10 k2, Rig 100 k2, Cgs-1 pF, Cgd -0.2 pF, VA
The C-S MOSFET amplifier has three low break frequencies in low frequency band at
fLI 1 Hz (caused by Cei), fiz 100 Hz (caused by Cs), fio= 10HZ (caused by Cc)
(d) Draw small signal equivalent circuit of the amplifier in high frequency band.
(e) Derive the transfer function, TH(s), and find the high corner frequency from the
transfer function. (You may use Miller's theorem, but not time constants)
VDD
RG1
RD
Cc2
Q1
Cc1
RL
Rsig
RG2
Cs
Vsig
RS
Transcribed Image Text:1. The following circuit shows a discrete common source MOSFET ampliier The MOSFTE is n-channel MOSFET, The transconductance of the n-channel MOSFET (g) is 3 mA/V. Ri 100 kN, RGI = 47 MQ, Ri 100 kQ, Ra2 10 MO, Rs =2 k2, Ro – 4,7 k2, RL 10 k2, Rig 100 k2, Cgs-1 pF, Cgd -0.2 pF, VA The C-S MOSFET amplifier has three low break frequencies in low frequency band at fLI 1 Hz (caused by Cei), fiz 100 Hz (caused by Cs), fio= 10HZ (caused by Cc) (d) Draw small signal equivalent circuit of the amplifier in high frequency band. (e) Derive the transfer function, TH(s), and find the high corner frequency from the transfer function. (You may use Miller's theorem, but not time constants) VDD RG1 RD Cc2 Q1 Cc1 RL Rsig RG2 Cs Vsig RS
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