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JACOBIAN PROCEDURE FOR HERMITIAN MATRIX EIGENVALUE PROBLEM WITH APPLICATION TO VIBRATIONS OF CYCLIC SYMMETRIC STRUCTURES
Song Jiasu
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS
1989, 6 (2):
197-204.
By the use of an appropriate transform matrix, the explicit formulation of Jacobian procedure for Hermitian matrix eigenvalue problem is presented. This algorithm from which the practical subroutine can be obtained is applied to the vibrations of cyclic symmetric structures. Examples and comparison are given.
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