2006•Journal of Henan University of Science & TechnologyRequires access

Generalizations on Two Curved Surface Integrals of Coordinate

Wang San

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Abstract

With the help of Gauss formula,four propositions are generalized by developing the surface integral,which are compared with another surface integral.A unified form is got with elaborated calculation method.This thesis explains the calculation method of surface integral when isolated singularity is inside of integral surface.It is a supplement and improvement of Gauss formula.

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With the help of Gauss formula,four propositions are generalized by developing the surface integral,which are compared with another surface integral.A unified form is got with elaborated calculation method.This thesis explains the calculation method of surface integral when isolated singularity is inside of integral surface.It is a supplement and improvement of Gauss formula.

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Available abstract

With the help of Gauss formula,four propositions are generalized by developing the surface integral,which are compared with another surface integral.A unified form is got with elaborated calculation method.This thesis explains the calculation method of surface integral when isolated singularity is inside of integral surface.It is a supplement and improvement of Gauss formula.

Key concepts: Surface integral, Surface (topology), Gauss, Mathematics, Singularity, Integral equation, Mathematical analysis, Volume integral

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