Definition of Poisson's equation in English:

Poisson's equation

noun

Physics Mathematics

The generalization of Laplace's equation produced by replacing the zero of the right-hand side by a constant or, more generally, by a specified function of position.

Origin

Late 19th century; earliest use found in James Clerk Maxwell (1831–1879), physicist. Discussed by Poisson in Nouveau bull. des sci. par la Soc. Philomatique de Paris 3 390.

Definition of Poisson's equation in US English:

Poisson's equation

noun

Physics Mathematics

The generalization of Laplace's equation produced by replacing the zero of the right-hand side by a constant or, more generally, by a specified function of position.

Origin

Late 19th century; earliest use found in James Clerk Maxwell (1831–1879), physicist. Discussed by Poisson in Nouveau bull. des sci. par la Soc. Philomatique de Paris 3 390.

词汇	Poisson's equation
释义	Definition of Poisson's equation in English: Poisson's equation noun Physics Mathematics The generalization of Laplace's equation produced by replacing the zero of the right-hand side by a constant or, more generally, by a specified function of position. Origin Late 19th century; earliest use found in James Clerk Maxwell (1831–1879), physicist. Discussed by Poisson in Nouveau bull. des sci. par la Soc. Philomatique de Paris 3 390. Definition of Poisson's equation in US English: Poisson's equation noun Physics Mathematics The generalization of Laplace's equation produced by replacing the zero of the right-hand side by a constant or, more generally, by a specified function of position. Origin Late 19th century; earliest use found in James Clerk Maxwell (1831–1879), physicist. Discussed by Poisson in Nouveau bull. des sci. par la Soc. Philomatique de Paris 3 390.
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