Burgers' equation
Burgers' equation or Bateman–Burgers equation is a fundamental partial differential equation occurring in various areas of applied mathematics, such as fluid mechanics, nonlinear acoustics, gas dynamics, and traffic flow. The equation was first introduced by Harry Bateman in 1915 and later studied by Johannes Martinus Burgers in 1948. For a given field and diffusion coefficient (or kinematic viscosity, as in the original fluid mechanical context) , the general form of Burgers' equation (also known as viscous Burgers' equation) in one space dimension is the dissipative system:
known for
Beam and Warming schemeBurger's equationBurgers EquationBurgers equationConservation lawDavid CrightonEberhard HopfEuler equations (fluid dynamics)Euler–Tricomi equationFroude numberFréchet–Kolmogorov theoremGeneralized Burgers' equationHarry BatemanIndex of physics articles (B)Index of wave articlesInviscid Burgers' equationJan BurgersJulian ColeKadomtsev–Petviashvili equationKardar–Parisi–Zhang equationKinematic waveList of Delft University of Technology facultyList of equationsList of named differential equationsList of nonlinear partial differential equationsList of scientific equations named after peopleMacCormack methodMajda's modelModified KdV–Burgers equationPartial differential equationSpectral methodViscous Burgers' equation
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Burgers' equation
Burgers' equation or Bateman–Burgers equation is a fundamental partial differential equation occurring in various areas of applied mathematics, such as fluid mechanics, nonlinear acoustics, gas dynamics, and traffic flow. The equation was first introduced by Harry Bateman in 1915 and later studied by Johannes Martinus Burgers in 1948. For a given field and diffusion coefficient (or kinematic viscosity, as in the original fluid mechanical context) , the general form of Burgers' equation (also known as viscous Burgers' equation) in one space dimension is the dissipative system:
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Burgers ekvation är en icke-li ...... tiella differentialekvationer.
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Burgers' equation or Bateman–B ...... seful in numerical integration
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Burgersova rovnice je jednou z ...... Konzervativní forma je tvaru:
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De Burgersvergelijking is een ...... elen in de tijd (schokgolven).
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Die Burgersgleichung (nach dem ...... ehe Finite-Volumen-Verfahren).
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In matematica, l'equazione di ...... tre la "forma conservativa" è:
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L'equació de Burgers o equació ...... útil en la integració numèrica
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L'équation de Burgers est une ...... ssel Forsyth et Harry Bateman.
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La ecuación de Burgers o ecuac ...... til en la integración numérica
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Równanie Burgersa – jedno z fu ...... ko pierwszy badał to równanie.
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November 2020
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Burgers ekvation är en icke-li ...... tiella differentialekvationer.
@sv
Burgers' equation or Bateman–B ...... ion is the dissipative system:
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Burgersova rovnice je jednou z ...... nevazkou Burgersovou rovnicí:
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De Burgersvergelijking is een ...... er in de volgende basisvorm: .
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Die Burgersgleichung (nach dem ...... arameter interpretiert werden.
@de
In matematica, l'equazione di ...... l'equazione diventa inviscida:
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L'equació de Burgers o equació ...... quació de Burgers no viscosa»:
@ca
L'équation de Burgers est une ...... ssel Forsyth et Harry Bateman.
@fr
La ecuación de Burgers o ecuac ...... cuación de Burgers inviscida»:
@es
Równanie Burgersa – jedno z fu ...... ko pierwszy badał to równanie.
@pl
label
Burgers ekvation
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Burgers' equation
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Burgersgleichung
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Burgersova rovnice
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Burgersvergelijking
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Ecuación de Burgers
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Equació de Burgers
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Equazione di Burgers
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Równanie Burgersa
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Équation de Burgers
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