Problem 1. The amplifier below has a gain of 15 at ID = 0.25 mA. Find (W/L)1, and (W/L)2 if λn - 0.05 /V, λP = 0.15/V, μpCoz = 40 μA/V2, and = 100 MA/V2 (Ignore channel-width modulation in biasing).
Let VOV1 = VOV2.
Problem 2. Consider the current steering circuit below with VDD = 2.5 V, Vov2 = Vov3 Vey and the following device parameters: μnCox = 200 μA/V2, μnCox = 80 μA/V2, Vin = 0.4 V, Vtp = 0.4V, and λ = 0. All transistors have L = 0.5 μm and Wref = 10 μm.
A) Find R and W for all transistors in order to get Iref = 20μA, I1= 100 μA, I2 = I3 = 20µA, and I4 = 50 μ.
B)What is the minimum allowable value of VD1.
C)What is the maximum allowable value of VD4.
Problem 3.
Compute VD, VS, VDS and VGS if ID3 = 2 mA, RD = 500 Ω, Vov3= 0.5 V. and identical Q1 & Q2 with μnCox (W/L) = 8 mA/V2, Vt = 0.5 λ = O.
A) For VG = 0, and B) For VG = O. C) Repeat A and B for λ = 0.1V-1 .