<--- Back to Details
First PageDocument Content
Fluid dynamics / Nature / Structure / Airy wave theory / Partial differential equation / Calculus of variations / Dynamical system / Water waves
Date: 2011-10-06 10:33:17
Fluid dynamics
Nature
Structure
Airy wave theory
Partial differential equation
Calculus of variations
Dynamical system
Water waves

ENERGETIC VARIATIONAL APPROACH IN COMPLEX FLUIDS: MAXIMUM DISSIPATION PRINCIPLE

Add to Reading List

Source URL: ima.umn.edu

Download Document from Source Website

File Size: 1,28 MB

Share Document on Facebook

Similar Documents

Calculus / Partial differential equations / Water waves / Physics / Mathematical analysis / Shallow water equations / NavierStokes equations / MEMO Model / Differential equation / Hydrostatics / Finite element method / Airy wave theory

A Non-Hydrostatic Shallow Water Model on Triangular Meshes in Sam(oa)2 Guided Research Project Philipp Samfaß Fakul¨at f¨

DocID: 1qori - View Document

Fluid dynamics / Surface science / Condensed matter physics / Water waves / Surface tension / Crystal / Colloid / Capillary wave / Surface layer / Airy wave theory

Layer-by-layer and intrinsic analysis of molecular and thermodynamic properties across soft interfaces Layer-by-layer and intrinsic analysis of molecular and thermodynamic properties across soft interfaces

DocID: 1pxN7 - View Document

WKB approximation / Airy function / Dimensional analysis / Wave function / Wave packet / Hamilton–Jacobi equation / Physics / Quantum mechanics / Mathematical analysis

1 Ph 12b Homework Assignment No. 8 Due: 5pm, Thursday, 11 MarchA barrier in a well (10 points).

DocID: 1gsdw - View Document

Computational fluid dynamics / Aerodynamics / Navier–Stokes equations / Dimensionless quantity / Viscosity / Stokes drift / Airy wave theory / Fluid dynamics / Physics / Fluid mechanics

CMOSAIC RTD 2009 Moving Mesh Technique for Diabatic Two-Phase Flows

DocID: 1fTaG - View Document

Water waves / Fluid dynamics / Waves / Physical oceanography / Rossby wave / Airy wave theory / Atmospheric wave / Gravity wave / Dispersion / Meteorology / Atmospheric dynamics / Physics

J. Fluid Mech), vol. 354, pp. 301–343. c 1998 Cambridge University Press Printed in the United Kingdom

DocID: 1aWpQ - View Document