laplace's differential equation

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Definition of laplace's differential equation in English Turkish dictionary

Related Terms

Laplace's equation

Laplace denklemi

English - English

Definition of laplace's differential equation in English English dictionary

Related Terms

Laplace's equation

In mathematics, a partial differential equation whose solutions (harmonic functions) are useful in investigating physical problems in three dimensions involving gravitational, electrical, and magnetic fields, and certain types of fluid motion. Named for Pierre-Simon Laplace, the equation states that the sum of the second partial derivatives (the Laplace operator, or Laplacian) of an unknown function is zero. It can apply to functions of two or three variables, and can be written in terms of a differential operator as F = 0, where is the Laplace operator

Hyphenation

laplace's dif·fer·en·tial e·qua·tion