Stability of System matrix via Gerschgorin circles
Journal Title: International Journal of Modern Engineering Research (IJMER) - Year 2012, Vol 2, Issue 1
Abstract
In this paper the stability of the system can be analyzed graphically using Gerschgorin circle theorem. Analytically it has been proved that if the left Gerschgorin bound are very much greater than the right Gerschgorin bound and the trace of the matrix is equal to length of left Gerschgorin bound then there is no eigenvalues on the RHS of s-plane
Authors and Affiliations
T. D. Roopamala, S. K. Katti
Keywords
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