Carolin Heutling und Navier-Stokes - Info zur Person

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Dissertationen - Werner Varnhorn - Mathematikwww.mathematik.uni-kassel.de › ~varnhorn › dissertationen

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... Zur Potentialtheorie des Oseen-Systems (2017); Carolin Heutling: Ein Charakteristikenverfahren für die Gleichungen von Navier-Stokes (in Arbeit)

Time delay and Lagrangian approximation for Navier–Stokes flowdialnet.unirioja.es › servlet › articulo

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Autores: Werner Varnhorn, Nazgul Asanalieva, Carolin Heutling · Localización: Analysis: International Mathematical Journal of Analysis and its Applications, ISSN ...

The Navier-Stokes Equations with Particle Methods - Google Books

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Title, The Navier‐Stokes Equations with Particle Methods. Contributors, Nazgul Asanalieva, Carolin Heutling, Werner Varnhorn. Publisher, Wiley-VCH,

Analysis Volume 35 Issue 4 - De Gruyterwww.degruyter.com › journal › key › anly › html

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Time delay and Lagrangian approximation for Navier–Stokes flow. Nazgul Asanalieva, Carolin Heutling, Werner Varnhorn. Page range:

Time delay and Lagrangian approximation for Navier De Gruyterwww.degruyter.com › document › doi › anly › pdf

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Nazgul Asanalieva, Carolin Heutling and Werner Varnhorn. Time delay and Lagrangian approximation for. Navier–Stokes flow.

Time delay and Lagrangian approximation for Navier–Stokes flow

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We consider the nonstationary nonlinear Navier–Stokes equations describing the motion of a viscous incompressible fluid flow for 0<t≤T${0 < t \le T}$...

The Navier‐Stokes equations with particle methods, Proceedings in...

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Mech. 14, 739 – 740 (2014) / DOI pamm The Navier-Stokes equations with particle methods. Nazgul Asanalieva. 1,∗. , Carolin Heutling.

Alle Infos zum Namen "Carolin Heutling"

International Mathematical Journal of Analysis and its Applications ...documat.unirioja.es › ejemplar

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35, Número 4. Seleccionado. Time delay and Lagrangian approximation for Navier–Stokes flow. Werner Varnhorn, Nazgul Asanalieva, Carolin Heutling.

Werner VARNHORN | Retired Full Professor | Institute of Mathematicswww.researchgate.net › Universität Kassel › Institute of Mathematics

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Nazgul Asanalieva · Carolin Heutling · Werner Varnhorn. We consider the nonstationary nonlinear Navier–Stokes equations describing the motion of a viscous ...

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