most citedA new form of governing equations of fluids arising from Hamilton's principle

56 citations · 377 across the 21 of their papers we have counts for

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physics.class-ph200811 cited

Dynamics of liquid nanofilms

Henri Gouin, Sergey Gavrilyuk

The van der Waals forces across a very thin liquid layer (nanofilm) in contact with a plane solid wall make the liquid nonhomogeneous. The dynamics of such flat liquid nanofilms is…

physics.class-ph200838 cited

Radius and surface tension of microscopic bubbles by second gradient theory

Francesco Dell'Isola, Henri Gouin, Pierre Seppecher

The classical theory of Laplace is not suitable for describing the behavior of microscopic bubbles. The theory of second gradient fluids (which are able to exert shear stresses in…

physics.class-ph20086 cited

Bubble number in a caviting flow

Henri Gouin, Laurent Espanet

Cavitation is a general phenomenon of the fluid flows with obstacles. It appears in the cooling conduits of the fast nuclear engines. A model of this phenomenon using the theory of…

physics.class-ph200833 cited

Variational Theory of Mixtures in Continuum Mechanics

Henri Gouin

In continuum mechanics, the equations of motion for mixtures are derived through the use of Hamilton's extended principle which regards the mixture as a collection of distinct cont…

physics.class-ph200812 cited

Variational Principle Involving the Stress Tensor in Elastodynamics

Henri Gouin, Jean-François Debieve

In the mechanics of inviscid conservative fluids, it is classical to generate the equations of dynamics by formulating with adequate variables, that the pressure integral calculate…

physics.class-ph200841 cited

Identification of an average temperature and a dynamical pressure in a multitemperature mixture of fluids

Henri Gouin, Tommaso Ruggeri

We present a classical approach of a mixture of compressible fluids when each constituent has its own temperature. The introduction of an average temperature together with the entr…