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Transmission zeros of LTI models
Syntax
Description
zero
computes the zeros of SISO systems and the transmission zeros of MIMO systems. For a MIMO system with matrices
, the transmission zeros are the complex values
for which the normal rank of
z = zero(sys)
returns the (transmission) zeros of the LTI model sys as a column vector.
[z,gain] = zero(sys)
also returns the gain (in the zero-pole-gain sense) if sys is a SISO system.
Algorithm
zero is based on SLICOT routine AB08NX. Also use LAPACK routines DGEEV and DGEGV (and their complex counterparts) for eigenvalue computation.
The transmission zeros are computed using the algorithm in [1].
References
[1] Emami-Naeini, A. and P. Van Dooren, "Computation of Zeros of Linear Multivariable Systems," Automatica, 18 (1982), pp. 415-430.
See Also
poleCompute the poles of an LTI model
pzmapCompute the pole-zero map
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