Consider a circuit shown below with 2 transmission gates and 2 capacitors. The values of capacitors for C₁ and C₂ are 125fF and 48fF, respectively. For the circuit, we have the following initial and final states. Vin = VDD = 3.3V At time, t<0, (x,y)=(1,0) At time t=0, the signals are changed to (x,y)=(0,1). Assume initial V₂ = 0.75V across C2. Compute the final value of voltage (V2) across C₁ and C₂ after charge sharing has taken in place. S ed. V₂=

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Consider a circuit shown below with 2 transmission gates and 2 capacitors. The values of
capacitors for C₁ and C₂ are 125fF and 48fF, respectively. For the circuit, we have the
following initial and final states.
Vin = VDD = 3.3V
At time, t<0, (x,y)=(1,0)
At time t=0, the signals are changed to (x,y)=(0,1).
Assume initial V₂ = 0.75V across C₂.
Compute the final value of voltage (V₂) across C₁ and C₂ after charge sharing has taken in
place. S
ed.
V₂=
●
●
●
+
VDD
C1
t
+
C₂V/₂
Transcribed Image Text:Consider a circuit shown below with 2 transmission gates and 2 capacitors. The values of capacitors for C₁ and C₂ are 125fF and 48fF, respectively. For the circuit, we have the following initial and final states. Vin = VDD = 3.3V At time, t<0, (x,y)=(1,0) At time t=0, the signals are changed to (x,y)=(0,1). Assume initial V₂ = 0.75V across C₂. Compute the final value of voltage (V₂) across C₁ and C₂ after charge sharing has taken in place. S ed. V₂= ● ● ● + VDD C1 t + C₂V/₂
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