MODEL REDUCTION OF DYNAMIC SYSTEMS OVER A FREQUENCY INTERVAL.

G. Langholz; Y. Bistritz

MODEL REDUCTION OF DYNAMIC SYSTEMS OVER A FREQUENCY INTERVAL.

G. Langholz^*
, Y. Bistritz

^*Corresponding author for this work

Research output: Contribution to conference › Paper › peer-review

1 Scopus citations

Abstract

Model reduction of linear, time-invariant SISO systems over desired frequency intervals (low-pass, band-pass and high-pass) is considered. Order reduction is effected by manipulating two orthogonal polynomial series, one representing the high-order system and the other representing the approximating low-order model. The technique enables the selection of stable and minimal phase reduced-order models.

Original language	English
Pages	903-912
Number of pages	10
State	Published - 1978
Event	Proc Annu Allerton Conf Commun Control Comput 16th - Monticello, IL, USA Duration: 4 Oct 1978 → 6 Oct 1978

Conference

Conference	Proc Annu Allerton Conf Commun Control Comput 16th
City	Monticello, IL, USA
Period	4/10/78 → 6/10/78

Cite this

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title = "MODEL REDUCTION OF DYNAMIC SYSTEMS OVER A FREQUENCY INTERVAL.",

abstract = "Model reduction of linear, time-invariant SISO systems over desired frequency intervals (low-pass, band-pass and high-pass) is considered. Order reduction is effected by manipulating two orthogonal polynomial series, one representing the high-order system and the other representing the approximating low-order model. The technique enables the selection of stable and minimal phase reduced-order models.",

author = "G. Langholz and Y. Bistritz",

year = "1978",

language = "אנגלית",

pages = "903--912",

note = "Proc Annu Allerton Conf Commun Control Comput 16th ; Conference date: 04-10-1978 Through 06-10-1978",

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T1 - MODEL REDUCTION OF DYNAMIC SYSTEMS OVER A FREQUENCY INTERVAL.

AU - Langholz, G.

AU - Bistritz, Y.

PY - 1978

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N2 - Model reduction of linear, time-invariant SISO systems over desired frequency intervals (low-pass, band-pass and high-pass) is considered. Order reduction is effected by manipulating two orthogonal polynomial series, one representing the high-order system and the other representing the approximating low-order model. The technique enables the selection of stable and minimal phase reduced-order models.

AB - Model reduction of linear, time-invariant SISO systems over desired frequency intervals (low-pass, band-pass and high-pass) is considered. Order reduction is effected by manipulating two orthogonal polynomial series, one representing the high-order system and the other representing the approximating low-order model. The technique enables the selection of stable and minimal phase reduced-order models.

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AN - SCOPUS:0018209622

SP - 903

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T2 - Proc Annu Allerton Conf Commun Control Comput 16th

Y2 - 4 October 1978 through 6 October 1978

ER -

MODEL REDUCTION OF DYNAMIC SYSTEMS OVER A FREQUENCY INTERVAL.

Abstract

Conference

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