Hybrid-pi model: Difference between revisions

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:<math>g_\text{m} = \left.\frac{i_\text{d}}{v_\text{gs}}\right\vert_{v_\text{ds} = 0}</math>
 
is the [[transconductance]], evaluated in the Shichman-HodgesShichman–Hodges model in terms of the [[Q-point]] drain current, <math>\scriptstyle I_\text{D}</math>:<ref name=Jaeger2>
{{cite book
|author=R.C. Jaeger and T.N. Blalock
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:<math>r_\text{o} = \left.\frac{v_\text{ds}}{i_\text{d}}\right\vert_{v_\text{gs} = 0}</math>
 
is the output resistance due to [[channel length modulation]], calculated using the Shichman-HodgesShichman–Hodges model as
:<math>\begin{align}
r_\text{o} &= \frac{1}{I_\text{D}}\left(\frac{1}{\lambda} + V_\text{DS}\right) \\