FORMULATION OF CONVENTIONAL LEAST-SQUARES METHOD FOR PARAMETER ESTIMATION AND MODEL REDUCTION OF SAMPLED-DATA SYSTEM VIA BLOCK PULSE FUNCTIONS.

Wen Teng Wu; Yung Chung Fang

FORMULATION OF CONVENTIONAL LEAST-SQUARES METHOD FOR PARAMETER ESTIMATION AND MODEL REDUCTION OF SAMPLED-DATA SYSTEM VIA BLOCK PULSE FUNCTIONS.

Wen Teng Wu
, Yung Chung Fang

College of Engineering

Research output: Contribution to journal › Article › peer-review

Abstract

Applications of block pulse functions to sampled-data systems are developed. A discrete-data function is approximated by a block pulse series expansion. The shift operation matrix of block pulse functions is introduced as the operator of z** minus **1 in z-domain. Parameter estimation and model reduction of z-transfer function are presented.

Original language	English
Pages (from-to)	21-25
Number of pages	5
Journal	Journal of the Chinese Institute of Chemical Engineers
Volume	12
Issue number	1
Publication status	Published - 1981

All Science Journal Classification (ASJC) codes

General Chemistry
General Chemical Engineering

Cite this

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title = "FORMULATION OF CONVENTIONAL LEAST-SQUARES METHOD FOR PARAMETER ESTIMATION AND MODEL REDUCTION OF SAMPLED-DATA SYSTEM VIA BLOCK PULSE FUNCTIONS.",

abstract = "Applications of block pulse functions to sampled-data systems are developed. A discrete-data function is approximated by a block pulse series expansion. The shift operation matrix of block pulse functions is introduced as the operator of z** minus **1 in z-domain. Parameter estimation and model reduction of z-transfer function are presented.",

author = "Wu, \{Wen Teng\} and Fang, \{Yung Chung\}",

year = "1981",

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AU - Wu, Wen Teng

AU - Fang, Yung Chung

PY - 1981

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N2 - Applications of block pulse functions to sampled-data systems are developed. A discrete-data function is approximated by a block pulse series expansion. The shift operation matrix of block pulse functions is introduced as the operator of z** minus **1 in z-domain. Parameter estimation and model reduction of z-transfer function are presented.

AB - Applications of block pulse functions to sampled-data systems are developed. A discrete-data function is approximated by a block pulse series expansion. The shift operation matrix of block pulse functions is introduced as the operator of z** minus **1 in z-domain. Parameter estimation and model reduction of z-transfer function are presented.

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M3 - Article

AN - SCOPUS:0019396620

SN - 0368-1653

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JO - Journal of the Chinese Institute of Chemical Engineers

JF - Journal of the Chinese Institute of Chemical Engineers

IS - 1

ER -

FORMULATION OF CONVENTIONAL LEAST-SQUARES METHOD FOR PARAMETER ESTIMATION AND MODEL REDUCTION OF SAMPLED-DATA SYSTEM VIA BLOCK PULSE FUNCTIONS.

Abstract

All Science Journal Classification (ASJC) codes

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