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A memory-reduced and time-efficient formulation of the FDTD method

Zuo-Xing Dai, Jiali Wang

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Abstract

Proposed a new FDTD method by combining US-FDTD with R-FDTD. The method inherits the advantages of both two modified methods, not only with an efficient saving of CPU time, but also leading to a direct memory reduction of the storage of the field components. The formulation is presented and numerical examples are compared to traditional FDTD. Good agreement is observed.

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What this paper is about

Proposed a new FDTD method by combining US-FDTD with R-FDTD. The method inherits the advantages of both two modified methods, not only with an efficient saving of CPU time, but also leading to a direct memory reduction of the storage of the field components. The formulation is presented and numerical examples are compared to traditional FDTD. Good agreement is observed.

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Available abstract

Proposed a new FDTD method by combining US-FDTD with R-FDTD. The method inherits the advantages of both two modified methods, not only with an efficient saving of CPU time, but also leading to a direct memory reduction of the storage of the field components. The formulation is presented and numerical examples are compared to traditional FDTD. Good agreement is observed.

Key concepts: Finite-difference time-domain method, Computer science, Computational science, Field (mathematics), Reduction (mathematics), Parallel computing, Mathematics, Optics

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