a) Using the constant voltage
drop (CVD) model, what is the minimum input
voltage that can reach the MOS circuitry before a diode
turns on, shunting the current to ground? (At this point you
can assume R1 = R2 = 0Ω)
b) Using the constant voltage drop (CVD) model, what is the
maximum input voltage that can reach the MOS
circuitry before a diode turns on, shunting the current to the
supply (Vdd)? (At this point you can assume R1 = R2 =
0Ω)
c) Assume the input protection diodes are far
enough from the supply and ground that a wire resistance of
R1 = R2 = 1Ω is present. Using the CVD
model, how much current would flow if one forces
5.5V at the input (Vin)?
d) What direction would the current from part c flow? (write
down the correct answer)
i. Towards the supply (Vdd)
ii. Towards ground
iii. Towards input voltage (Vin)
iv. Towards the MOS Circuits
e) In part c, the CVD model was used. Given that each diode will
carry 4A of current at 0.84V for
strong forward bias and that the thermal voltage is
0.026V, use the full exponential equation for the
diodes to determine how much current actually
flows in part d. (Hint: Calculate the reverse leakage
current first and then iterate the answer. Only 3 iterations are
needed)
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a) Using the constant voltage drop (CVD) model, what is the minimum input voltage that can...
a) Use the constant voltage drop model for the diode and determine the input / output ratio (Vout x Vin), equations. Vdon = 0.7V, rz = 0Ω, Vz = 3V and R = R1 = R2 = 1000Ω. b) Draw the Vout x Vin graph. Highlight the slope coefficients of the lines and the coordinates of the points where the slope changes occur. D1 D2 DR3 Vin 7R1 Vout 214 22
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