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Therefore, the matrix method is adopted in this article.
The transfer matrix method is developed to conduct the investigation.
A transfer matrix method is developed to conduct the investigation.
The transfer matrix method is used in the analysis.
The stiffness matrix method is used in the numerical analysis.
This matrix method is based on orthogonal Jacobi polynomials and using collocation points.
Instead of the finite strip method, the exact transition matrix method is used in this case.
The transfer matrix method is used to investigate wave propagation in the duct.
The accuracy of the transfer matrix method is verified with the commercial software MSC.Actran.
Transmission Matrix Method is utilized to explain the influence of the graphene layer.
The Transfer Matrix Method is a very useful algorithm for the analysis of periodic structures.
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