ACTIVE RC MULTIPORT SYNTHESIS OF A TRANSFER ADMITTANCE MATRIX WITH A MINIMUM NUMBER OF CAPACITORS.

Khalil Ahmad Khan; Afaq Ahmad

ACTIVE RC MULTIPORT SYNTHESIS OF A TRANSFER ADMITTANCE MATRIX WITH A MINIMUM NUMBER OF CAPACITORS.

Khalil Ahmad Khan^*, Afaq Ahmad

^*Corresponding author for this work

Electrical and Computer Engineering

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

Abstract

A simple and systematic synthesis procedure, based on a state-variable approach and the reactance extraction principle is presented. Any g multiplied by p matrix T(s) of real rational function of the complex frequency variable s can be realized as the short-circuit transfer admittance matrix of a multiport active RC network. The realization requires a minimum number of n-capacitors with unity capacitance spread, n, equal to the degree of T(s) and at the most (p plus 2n) inverting grounded voltage amplifiers. All the capacitors and ports will share a common ground.

Original language	English
Pages	569-577
Number of pages	9
Publication status	Published - 1976
Event	Proc Annu Allerton Conf Circuit Syst Theory 14th - Monticello, IL, USA Duration: Sept 29 1976 → Oct 1 1976

Other

Other	Proc Annu Allerton Conf Circuit Syst Theory 14th
City	Monticello, IL, USA
Period	9/29/76 → 10/1/76

ASJC Scopus subject areas

Engineering(all)

Cite this

@conference{901b2327746d49d39dd79cba79c0fd0e,

title = "ACTIVE RC MULTIPORT SYNTHESIS OF A TRANSFER ADMITTANCE MATRIX WITH A MINIMUM NUMBER OF CAPACITORS.",

abstract = "A simple and systematic synthesis procedure, based on a state-variable approach and the reactance extraction principle is presented. Any g multiplied by p matrix T(s) of real rational function of the complex frequency variable s can be realized as the short-circuit transfer admittance matrix of a multiport active RC network. The realization requires a minimum number of n-capacitors with unity capacitance spread, n, equal to the degree of T(s) and at the most (p plus 2n) inverting grounded voltage amplifiers. All the capacitors and ports will share a common ground.",

author = "Khan, {Khalil Ahmad} and Afaq Ahmad",

year = "1976",

language = "English",

pages = "569--577",

note = "Proc Annu Allerton Conf Circuit Syst Theory 14th ; Conference date: 29-09-1976 Through 01-10-1976",

}

TY - CONF

T1 - ACTIVE RC MULTIPORT SYNTHESIS OF A TRANSFER ADMITTANCE MATRIX WITH A MINIMUM NUMBER OF CAPACITORS.

AU - Khan, Khalil Ahmad

AU - Ahmad, Afaq

PY - 1976

Y1 - 1976

N2 - A simple and systematic synthesis procedure, based on a state-variable approach and the reactance extraction principle is presented. Any g multiplied by p matrix T(s) of real rational function of the complex frequency variable s can be realized as the short-circuit transfer admittance matrix of a multiport active RC network. The realization requires a minimum number of n-capacitors with unity capacitance spread, n, equal to the degree of T(s) and at the most (p plus 2n) inverting grounded voltage amplifiers. All the capacitors and ports will share a common ground.

AB - A simple and systematic synthesis procedure, based on a state-variable approach and the reactance extraction principle is presented. Any g multiplied by p matrix T(s) of real rational function of the complex frequency variable s can be realized as the short-circuit transfer admittance matrix of a multiport active RC network. The realization requires a minimum number of n-capacitors with unity capacitance spread, n, equal to the degree of T(s) and at the most (p plus 2n) inverting grounded voltage amplifiers. All the capacitors and ports will share a common ground.

UR - http://www.scopus.com/inward/record.url?scp=0017207862&partnerID=8YFLogxK

UR - http://www.scopus.com/inward/citedby.url?scp=0017207862&partnerID=8YFLogxK

M3 - Paper

AN - SCOPUS:0017207862

SP - 569

EP - 577

T2 - Proc Annu Allerton Conf Circuit Syst Theory 14th

Y2 - 29 September 1976 through 1 October 1976

ER -

ACTIVE RC MULTIPORT SYNTHESIS OF A TRANSFER ADMITTANCE MATRIX WITH A MINIMUM NUMBER OF CAPACITORS.

Abstract

Other

ASJC Scopus subject areas

Other files and links

Fingerprint

Cite this