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A measurement system is set up, in which dispersive characteristics of HOMLW are obtained by the method of transform between frequency and time domains.
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At the same time, based on the orthogonal polynomial approximation, the method of transforming stochastic error system into an equivalent deterministic system is given.
Our spectrally accurate approach is a natural extension of the "method of transformed field expansions" originally described by Nicholls and Reitich (and later refined to other geometries by the authors) in the single-layer case.
The method of transforming the set of flux equations for two simultaneous processes into a new set of processes is reviewed and applied to diffusion in one-phase materials where the two primary equations describe the individual diffusion of the components and the new ones describe the migration of Kirkendall markers and interdiffusion.
We define scoring as the method of transforming these codes into scores that exhaust the information collected, correspond to what the participants were instructed to achieve, and produce values that are sufficient and efficient for descriptive and inferential statistics.
A simplified version of the method of transforming the VPF into a value of a QALY is as follows: A straightforward way to compute the value of a QALY is to start with the well-established roads VPF for the UK.
A variety of researches on set-based MOEAs have been carried out so far, including the frameworks, the methods of transforming objectives, and the approaches for comparing set-based individuals, to mention but a few.
We then apply the method of Transformed Field Expansions which delivers a Fourier collocation, Legendre Galerkin, Boundary Perturbation approach to solve the problem in transformed coordinates.
The Method of Transformed Field Expansions (TFE) has been demonstrated to be a robust and highly accurate numerical scheme for simulating solutions of boundary value and free boundary problems from the sciences and engineering.
The method of Fourier transform is employed for the Green's function for a half-space or a half-plane.
The problem is solved by the method of Laplace transform following the approach suggested by Apelblat [1] [A. Apelblat, Chemical Engineering Journal 19 (1980) 19].
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