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To this content, the proposed mode matching method can help tell the frequency neighboring modes apart.
Furthermore, by aggregation methods, the proposed mode matching method can be both correct and simple.
The proposed mode matching method is used to find out the modes corresponding to the ones of interest.
This sheds light on the fact that even by aggregation model, the mode matching method is still effective.
Several mode matching solutions are investigated, and a pseudoinverse mode matching method is found to provide good convergence characteristics.
However, the numerical mode matching method is shown to be the fastest method, significantly outperforming an equivalent analytic technique.
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BIEM is combined with the mode-matching method.
A numerical mode-matching method is proposed using a modified matching technique in order to deal more accurately with liner discontinuity with flow.
By applying the mode-matching method and using the boundary conditions (the source is put in the left lead), these self-energies are given by Σ L = H LD F L − 1 ; Σ R = H DR † F R, Open image in new window (4).
By comparing computation results obtained with the film mode matching (FMM) method to those obtained with the Abelès optical thin-film computation method, we demonstrate that the Abelès method may be used to compute the spectral transmittance or reflectance of filters for waveguides.
A mode-matching method is used to couple the unlined and lined duct segments for the model development.
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mode superposition method
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mode search method
mode decomposition method
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mode expansion method
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