1) Using the parameters given, calculate the current through two nMOS transistors in series (see Figure below), when the drain of the top transistor is tied to V_DD, the source of the bottom transistor is tied to V_SS = 0 and their gates are tied to V_DD. The substrate is also tied to V_SS = 0 V. Assume that W/L = 10 for both transistors and L = 4 µm. k' = 168 µA/V^2 V_TO = 0.48 V ? = 0.52 V^{1/2} |2?_f| = 1.01 V Hint: The solution requires several iterations, and the body effect on threshold voltage has to be taken into account. Start with the KCL equation. +1 V 1 V I_D = ?
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48 \text{ V} \) - \( \gamma = 0.52 \text{ V}^{1/2} \) - \( |2\phi_F| = 1.01 \text{ V} \) Show more…
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Q2. For the circuit given in the figure below, B = 75. Calculate the value of Vi that produces Vo equal to 4 V for: a) R = A k, where A is the last digit of your student number b) RE = AB kQ, where AB is the last two digits of your student number. Assuming that RE = AB kQ, calculate: c) VRs (voltage drop across R) d) Ig e) Ic f) Voltage VcE g) Propose a method to drive the transistor into saturation.
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