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Volume 139,
Issue 3
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Note on single-term Walsh series method for singular systems
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- Author(s): K. Balachandran 1 and K. Murugesan 1
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Affiliations:
1: Department of Mathematics, Bharathiar University, Coimbatore, India
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Affiliations:
1: Department of Mathematics, Bharathiar University, Coimbatore, India
- Source:
Volume 139, Issue 3,
May 1992,
p.
347 – 348
DOI: 10.1049/ip-d.1992.0046 , Print ISSN 0143-7054, Online ISSN 2053-793X
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© The Institution of Electrical Engineers
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Inspec keywords: discrete systems; matrix algebra; time-varying systems; series (mathematics); linear systems
Other keywords:
Subjects: Algebra; Discrete control systems; Time-varying control systems
References
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1)
- W. Marszalek . On using orthogonal functions for the analysis of singular systems. IEE Proc. D. , 3 , 131 - 132
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2)
- U. Ascher . On numerical differential-algebraic problems with application to semiconductor device simulation. SIAM. J. Anal. , 3 , 517 - 538
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3)
- F.L. Lewis , B.G. Mertzios . Analysis of singular systems using orthogonal functions. IEEE Trans. , 527 - 530
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4)
- K.R. Palanisamy , K. Balachandran . Analysis of time-varying singular systems via single-term Walsh series approach. IEE Proc. D. , 6 , 461 - 462
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5)
- Z. Trazaska . Computation of the block-pulse solution of singular systems. IEE Proc. D. , 4 , 191 - 192
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6)
- K.R. Palanisamy , K. Balachandran . Single-term Walsh series approach to singular systems. Int. J. Control , 1931 - 1934
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7)
- S.L. Campbell . On using orthogonal functions with singular systems. IEE Proc. D. , 6 , 267 - 268
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8)
- P.N. Paraskevopoulos . Analysis of singular systems using orthogonal functions. IEE Proc. D. , 1 , 37 - 38
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9)
- S.L. Campbell . (1980) , Singular systems of differential equations.
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10)
- S.L. Campbell . The numerical solution of higher index linear time-varying singular systems of differential equations. SIAM J. Sci. Stat. Comput. , 334 - 348
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