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An algorithm of the second-order time-accuracy to solve the Maxwell equation
D.L.Golovashkin, A.A.Degtyarev1
Image Processing Systems Institute of RAS
1Samara State Aerospace University

 PDF, 744 kB

Pages: 39-42.

Full text of article: Russian language.

Abstract:
The paper [1] presents a difference method for solving Maxwell’s equations using a first-order accurate “push-pull” difference scheme, which allows to study gradient fibers at short distances and diffractive optical elements directly behind their plane. The difference method is implemented to solve Maxwell’s equations in Cartesian coordinates in case of a TE-polarized wave. This article presents a second-order time-accuracy difference scheme allowing to reduce the computation time due to a larger sampling interval. A comparative analysis of accuracy of solving Maxwell’s equations is performed .

Citation:
Golovashkin DL, Degtyarev AA. An algorithm of the second-order time-accuracy to solve the Maxwell equation. Computer Optics 1998; 18: 39-42.

References:
  1. Golovashkin DL, Degtyarev AA, Soifer VA. Modeling the waveguide optical radiation propagation using the electromagnetic theory. Computer Optics 1997; 17: 5-9.
  2. Samarskii AA. Theory of difference schemes [In Russian]. Moscow: "Nauka" Publisher; 1989 .

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