CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 1985, Vol. 2 ›› Issue (1): 83-90.

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EIGENVALUES OF MATRIX PENCIL AND A PROGRAM FOR ANALYSING THE STABILITY OF LINEAR REGULATORY SYSTEMS

Dong Hao-zhe   

  1. Shenyang Institute of Computing Technology, Academia Sinica
  • Received:1984-06-25 Online:1985-03-25 Published:1985-03-25

Abstract: Since the Problem of analysing the stability of a linear regulatory system c-anbe transformeal into the problem of solving the eigenvalues of a matrix. pencil of the type λB-A, it is suggested in this paper to solve the eigenvalue problem by the QZ method A computer program is proposed, which gives not only the eige-nvalues but also the matries that transform the matrix pencil into upper triangular form.