2012Journal of Qinghai Normal UniversityRequires access

Methods to explore the limits of integration dominated by multiple integration under the polar coordinate transformation

Gao Yu-fen

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Abstract

In this paper we study the variation of integration area under the polar coordinate transformation,and thus we propose a method to determine the repeated integral limit when the Cartesian coordinate system of the multiple integration is changed into polar coordinate system.

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What this paper is about

In this paper we study the variation of integration area under the polar coordinate transformation,and thus we propose a method to determine the repeated integral limit when the Cartesian coordinate system of the multiple integration is changed into polar coordinate system.

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Available abstract

In this paper we study the variation of integration area under the polar coordinate transformation,and thus we propose a method to determine the repeated integral limit when the Cartesian coordinate system of the multiple integration is changed into polar coordinate system.

Key concepts: Polar coordinate system, Cartesian coordinate system, Coordinate system, Transformation (genetics), Ellipsoidal coordinates, Polar, Limit (mathematics), Elliptic coordinate system

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