2003Seminar/Workshop on Direct and Inverse Problems of Electromagnetic and Acoustic Wave TheoryRequires access

A novel prolate spheroid infinite element

Ruiliang Yang, Hongzhen Wang

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Abstract

A novel prolate spheroid infinite element is proposed in this paper. This prolate spheroid infinite element is based on a new pressure representation that is a close solution for arbitrary scattered and/or radiated fields exterior to a prolate spheroid of any eccentricity. Example shows that the feasibility of the novel method is superior to other prolate spheroid acoustic infinite elements, especially at high frequencies and high aspect ratios.

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What this paper is about

A novel prolate spheroid infinite element is proposed in this paper. This prolate spheroid infinite element is based on a new pressure representation that is a close solution for arbitrary scattered and/or radiated fields exterior to a prolate spheroid of any eccentricity. Example shows that the feasibility of the novel method is superior to other prolate spheroid acoustic infinite elements, especially at high frequencies and high aspect ratios.

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Available abstract

A novel prolate spheroid infinite element is proposed in this paper. This prolate spheroid infinite element is based on a new pressure representation that is a close solution for arbitrary scattered and/or radiated fields exterior to a prolate spheroid of any eccentricity. Example shows that the feasibility of the novel method is superior to other prolate spheroid acoustic infinite elements, especially at high frequencies and high aspect ratios.

Key concepts: Prolate spheroid, Spheroid, Prolate spheroidal coordinates, Eccentricity (behavior), Element (criminal law), Representation (politics), Physics, Classical mechanics

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