Hello,

Consider a linear transfer function with N-1 real and negative poles and N real and negative zeros factorized in the standard way:
(z-z_1)

where lim z-> infinity => Q(z)->infinity.

Are there then any theorems regarding such a transfer function? I am looking for properties of such transfer functions.

Thanks,

Peter

Consider a linear transfer function with N-1 real and negative poles and N real and negative zeros factorized in the standard way:

***(z-z_2)***...***(z-z_N) Q(z) = K ----------------------------- (z-p_1)***(z-p_2)***...***(z-z_),where lim z-> infinity => Q(z)->infinity.

Are there then any theorems regarding such a transfer function? I am looking for properties of such transfer functions.

Thanks,

Peter