the Design of Strictly Positive Real Transfer Functions

@inproceedings{Marquez2004theDO,
  title={the Design of Strictly Positive Real Transfer Functions},
  author={Horacio J. Marquez and Christopher J. Damaren},
  year={2004}
}
The synthesis of strictly positive real transfer functions is considered. For a given Hurwitz polynomial of degree n comprising the denominator polynomial, necessary and sufficient conditions on the numerator which render a rational function strictly positive real are given. In the case where the function is strictly proper, a parameterization of the polynomial numerator by n real numbers satisfying a simple constraint is provided. The approach taken employs factorization of a polynomial into… CONTINUE READING
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This work was sponsored by EPRI under Contract RP8010-13 and by NSF under Grant NSF IRI 91-12531

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