2001Journal of Dalian Maritime UniversityRequires access

Optimization of potential equations construction under general gauge

Qin Zhi

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Abstract

A new method of solving electromagnetic potential equations for general gauge is given. The solution problem of the rotational field operator equation can be transformed into solution problem of a scalar field equation,and hence electromagnetic potential equations for general gauge can be transformed into two indepedant scalar field equations.

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A new method of solving electromagnetic potential equations for general gauge is given. The solution problem of the rotational field operator equation can be transformed into solution problem of a scalar field equation,and hence electromagnetic potential equations for general gauge can be transformed into two indepedant scalar field equations.

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Available abstract

A new method of solving electromagnetic potential equations for general gauge is given. The solution problem of the rotational field operator equation can be transformed into solution problem of a scalar field equation,and hence electromagnetic potential equations for general gauge can be transformed into two indepedant scalar field equations.

Key concepts: Lorenz gauge condition, Scalar field, Inhomogeneous electromagnetic wave equation, Electromagnetic field, Scalar (mathematics), Scalar potential, Mathematical descriptions of the electromagnetic field, Electromagnetic wave equation

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