1Cclm={PCLMi+PCLMGi⋅qiafor PCLMGi≥011PCLMi−PCLMGi⋅qiafor PCLMGi<0(3.382) \dfrac{1}{C_{clm}} = \begin{cases} PCLM_i + PCLMG_i \cdot q_{ia} &\text{for } PCLMG_i \ge 0 \\ \dfrac{1}{\frac{1}{PCLM_i} - PCLMG_i \cdot q_{ia}} &\text{for } PCLMG_i < 0 \end{cases} \qquad (3.382) Cclm1=⎩⎨⎧PCLMi+PCLMGi⋅qiaPCLMi1−PCLMGi⋅qia1for PCLMGi≥0for PCLMGi<0(3.382)
Mclm=1+1Cclmln[1+Vds−VdseffVdsat+EsatL⋅Cclm](3.383) M_{clm} = 1 + \dfrac{1}{C_{clm}} ln \Bigg[ 1 + \dfrac{V_{ds} - V_{dseff}}{V_{dsat} + E_{satL}} \cdot C_{clm} \Bigg] \qquad (3.383) Mclm=1+Cclm1ln[1+Vdsat+EsatLVds−Vdseff⋅Cclm](3.383)