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MOSFET Transconductance Parameter ($\mu_n W/L$)

Represents the effective mobility and geometry of the MOSFET, crucial for calculating the maximum current gain. It is defined as μnW/L=μn(W/L)\mu_n W/L = \mu_n (W/L), where μn\mu_n is electron mobility.
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The statement of the theorem

Define the effective transconductance parameter KeffK_{eff} for a MOSFET as:\nKeff=μnWL(WL)K_{eff} = \mu_n \frac{W}{L} \left( \frac{W}{L} \right) \nWhere μn\mu_n is the electron mobility in the silicon substrate, WW is the channel width, and LL is the channel length. The parameter KeffK_{eff} governs the maximum achievable transconductance gmg_m in the saturation regime, defined by:\ngmKeff(VGSVth)g_m \approx K_{eff} (V_{GS} - V_{th})
Source: Wikipedia