Stability-of-Two-Stage-Amplifier

	Basic Miller	Nulling Resisor	LPF
${1}/{p_1}$	$\dfrac{g_{m2}C_c}{g_{ds1}g_{ds2} }$	$\dfrac{g_{m2}C_c}{g_{ds1}g_{ds2} }$	$\dfrac{g_{m2}C_c}{g_{ds1}g_{ds2} }$
${1}/{p_2}$	$\dfrac{\left(\dfrac{C_1}{C_c}+1\right)C_2+C_1}{g_{m2} }$	$\dfrac{\left(\dfrac{C_1}{C_c}+1\right)C_2+C_1}{g_{m2} }$	$\dfrac{\left(\dfrac{C_1}{C_c}+g_{m2}R_L+1\right)C_L+C_1}{g_{m2} }$
${1}/{p_3}$	-	$\dfrac{C_1R_z}{1+\dfrac{C_1}{C_c}+\dfrac{C_1}{C_2} }$	$\dfrac{C_1(R_z+R_L)}{1+\dfrac{C_1}{C_c}+\dfrac{C_1}{C_L}+g_{m2}R_L}$
${1}/{z_1}$	$\dfrac{C_c}{g_{m2} }$	$\left(R_z-\dfrac{1}{g_{m2} }\right)C_c$	$\left(R_z-\dfrac{1}{g_{m2} }\right)C_c$
${1}/{z_2}$	-	-	$R_{L} C_{c}$

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¶ 1 Introduction