I have a circuit like this
**broken link removed**
By using small signal model i found the 3 current equations
The equations are
I(t)=v(t)*(s*c(l)+g(l))+(v(t)-v
)*g(ds(3))+g(m(3))*(-v
)
-g(m(2))*v(x)+(v
-v(x)*g(ds(2))+v
*s*c(x)=-g(m(3))*v
+(v(t)-v
)*g(ds(3))
-g(m(2))*v(x)+(v
-v(x))*g(ds(2))=v(x)*(s*c
+g(ds(1)))
By using above equations i got the output impedance v(t)/i(t) =[g(ds(2))+s*c(x)+g(m(3))+g(ds(3))][g(m(2))+g(ds(2))+g(ds(1))+s*c
]-g(ds(2))[g(m(2))+g(ds(2))]/[(s*c(l)+g(l))+g(ds(3))][g(ds(2))+s*c(x)+g(m(3))+g(ds(3))][g(m(2))+g(ds(2))+g(ds(1))+s*c
]-g(ds(2))[g(m(2))+g(ds(2))]-g(ds(3))[g(m(2))+g(ds(2))+g(ds(1))+s*c
][g(m(3))+g(ds(3))]
But i don't know from the above equation how can i found the poles and zeros .
Can anyone suggest how to find the pole and zeros for the above circuit.
Thanks