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Consider the circuits in figure 2.32. If we assume the transistors are well described by the
Schockley model and their respective S and B terminals are tied together, the two circuits are
equivalent (i.e. I_dsi=I_ds2). If the body effect is considered, will I_Ds2 be equal to, greater
than, or less than I_dsi? Consider only body effect: assume velocity saturation and mobility
degradation effects are negligible. Explain.
Solution
As source(S) and Substrate terminals are tied together, hence VSB= potential difference between
S and B=0.
Hence is no body effect.
Hence Id1= Id2.

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Consider the circuits in figure 2.32. If we assume the transistors ar.pdf

  • 1. Consider the circuits in figure 2.32. If we assume the transistors are well described by the Schockley model and their respective S and B terminals are tied together, the two circuits are equivalent (i.e. I_dsi=I_ds2). If the body effect is considered, will I_Ds2 be equal to, greater than, or less than I_dsi? Consider only body effect: assume velocity saturation and mobility degradation effects are negligible. Explain. Solution As source(S) and Substrate terminals are tied together, hence VSB= potential difference between S and B=0. Hence is no body effect. Hence Id1= Id2.