access icon free Optimised low dispersive ID-WLP-FDTD method based on scaling factor

An optimised low numerical dispersion unconditionally stable finite-difference time-domain (FDTD) method based on the isotropic dispersion (ID) scheme and weighted Laguerre polynomials (WLP) is presented. The proposed method adopts a scaling factor for permittivity and permeability in the ID-WLP-FDTD method, which can generate almost the exact phase velocity for a single frequency. In contrast with the traditional WLP-FDTD method and ID-WLP-FDTD method, the numerical dispersion of the new method is significantly reduced, and the proposed method can guarantee high accuracy and high efficiency simultaneously.

Inspec keywords: polynomials; finite difference time-domain analysis

Other keywords: traditional WLP-FDTD method; weighted Laguerre polynomials; optimised low numerical dispersion; finite-difference time-domain method; isotropic dispersion scheme; ID-WLP-FDTD method

Subjects: Numerical analysis; Other numerical methods; Other numerical methods; Algebra, set theory, and graph theory; Algebra; Algebra; Numerical approximation and analysis; Algebra

References

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http://iet.metastore.ingenta.com/content/journals/10.1049/el.2020.0756
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