An alternate method for computation of transfer function matrix
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Date
2010
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Abstract
A direct and simple numerical method is presented for calculating the transfer function matrix of a linear time invariant multivariable system (A, B, C). The method is based on the matrix-determinant identity, and it involves operations with an auxiliary vector on the matrices. The method is computationally faster compared to Liverrier and Danilevsky methods. © 2010 Appukuttan K. K. and Suma Bhat.
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Keywords
Alternate method, Linear time invariant, matrix, Transfer function matrix, Multivariable systems, Numerical methods, Transfer functions, Transfer matrix method
Citation
Journal of Control Science and Engineering, 2010, 2010, , pp. -