Consider the inverter shown and the associated waveform. A rising edge is delivered to the input, resulting in a falling output. Then a falling edge is delivered to the input resulting in a rising edge at the output. At each marked time-point on the waveform (t1-t6), find the drain current and region of operation (cutoff, triode, saturation) for both M1 and M2. Assume a basic Shockley model for the transistors (square-law operation; no subthreshold current). Use the following parameters. ■ VDD=1.8V. ■ VTN=|VTP| = 0.4V ẞn=ẞp=10 UA/V² (ẞ is the total transconductance parameter, equivalent to μCoxW/L; see W&H 2.2) Present your results in a table, with each time point as a row, with your work below it. VDD M1 Y\ 1.8V A OV 1.8V Y tt 1.7V -0.9 0.8V M2 αν

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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Consider the inverter shown and the associated waveform. A rising edge is delivered to the input, resulting in
a falling output. Then a falling edge is delivered to the input resulting in a rising edge at the output. At each
marked time-point on the waveform (t1-t6), find the drain current and region of operation (cutoff, triode,
saturation) for both M1 and M2. Assume a basic Shockley model for the transistors (square-law operation;
no subthreshold current). Use the following parameters.
■ VDD=1.8V.
■ VTN=|VTP| = 0.4V
ẞn=ẞp=10 UA/V² (ẞ is the total transconductance parameter, equivalent to μCoxW/L; see W&H 2.2)
Present your results in a table, with each time point as a row, with your work below it.
VDD
M1
Y\
1.8V
A
OV
1.8V
Y
tt
1.7V
-0.9
0.8V
M2
αν
Transcribed Image Text:Consider the inverter shown and the associated waveform. A rising edge is delivered to the input, resulting in a falling output. Then a falling edge is delivered to the input resulting in a rising edge at the output. At each marked time-point on the waveform (t1-t6), find the drain current and region of operation (cutoff, triode, saturation) for both M1 and M2. Assume a basic Shockley model for the transistors (square-law operation; no subthreshold current). Use the following parameters. ■ VDD=1.8V. ■ VTN=|VTP| = 0.4V ẞn=ẞp=10 UA/V² (ẞ is the total transconductance parameter, equivalent to μCoxW/L; see W&H 2.2) Present your results in a table, with each time point as a row, with your work below it. VDD M1 Y\ 1.8V A OV 1.8V Y tt 1.7V -0.9 0.8V M2 αν
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