THE GENERAL RESPONSE FORMULA AND GLOBAL STABILITY OF THE GENERALIZED WAVE MODEL

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HAJI RAMAZAN ALI M.; SHAFIEE M.

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Journal Paper

Paper Information

Journal: AMIRKABIR Year:2005 | Volume:16 | Issue:62-A Page(s): 99-110

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Title

THE GENERAL RESPONSE FORMULA AND GLOBAL STABILITY OF THE GENERALIZED WAVE MODEL

Author(s)

HAJI RAMAZAN ALI M. | SHAFIEE M. | Issue Writer Certificate

Keywords

SINGULAR 2-D SYSTEM

GENERALIZED WAVE MODEL

GENERAL RESPONSE FORMULA

STABILITY

Abstract

The GENERALIZED WAVE MODEL (GWM) representation of SINGULAR 2-D SYSTEMs has been recently introduced. Based on this index-dependent Model, the GENERAL RESPONSE FORMULA is derived to express the global state of the model solely as a function of inputs and boundary conditions within the admissible subspace. The notion of global asymptotic STABILITY of the GWM is defined and sufficient conditions for STABILITY of the model are obtained which guarantee local STABILITY of the original singular 2-D model.

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APA: Copy

HAJI RAMAZAN ALI, M., & SHAFIEE, M.. (2005). THE GENERAL RESPONSE FORMULA AND GLOBAL STABILITY OF THE GENERALIZED WAVE MODEL. AMIRKABIR, 16(62-A), 99-110. SID. https://sid.ir/paper/543618/en

Vancouver: Copy

HAJI RAMAZAN ALI M., SHAFIEE M.. THE GENERAL RESPONSE FORMULA AND GLOBAL STABILITY OF THE GENERALIZED WAVE MODEL. AMIRKABIR[Internet]. 2005;16(62-A):99-110. Available from: https://sid.ir/paper/543618/en

IEEE: Copy

M. HAJI RAMAZAN ALI, and M. SHAFIEE, “THE GENERAL RESPONSE FORMULA AND GLOBAL STABILITY OF THE GENERALIZED WAVE MODEL,” AMIRKABIR, vol. 16, no. 62-A, pp. 99–110, 2005, [Online]. Available: https://sid.ir/paper/543618/en

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