Chapter 11: Problem 1
Assume that the subthreshold current of a MOSFET is given by $$ I_{D}=10^{-15} \exp \left(\frac{V_{G S}}{(2.1) V_{t}}\right) $$ over the range \(0 \leq V_{G S} \leq 1\) volt and where the factor \(2.1\) takes into account the effect of interface states. Assume that \(10^{6}\) identical transistors on a chip are all biased at the same \(V_{G s}\) and at \(V_{D D}=5 \mathrm{~V} .(a)\) Calculate the total current that must be supplied to the chip at \(V_{G S}=0.5,0.7\), and \(0.9 \mathrm{~V} .(b)\) Calculate the total power dissipated in the chip for the same \(V_{G S}\) values.
Short Answer
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Subthreshold Current Calculation
Calculate subthreshold current for V_GS = 0.5
Total subthreshold current for 1 million transistors at V_GS = 0.5
Calculate subthreshold current for V_GS = 0.7
Total subthreshold current for 1 million transistors at V_GS = 0.7
Calculate subthreshold current for V_GS = 0.9
Total subthreshold current for 1 million transistors at V_GS = 0.9
Power Dissipation Calculation
Power dissipation at V_GS = 0.5
Power dissipation at V_GS = 0.7
Power dissipation at V_GS = 0.9
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