AbstractA pair of novel jump-relations for the surface-gradients of the double-layer potential are proposed and proved under weakest assumptions regarding the smoothness of the surface and of the density. The advantages of the relations in computational fluid dynamics are discussed
An alternative formulation of the problem of density jump, first considered by Wilkin-son & Wood...
We prove that the double layer potential operator and the gradient of the single layer potential ope...
Abstract We consider the wetting transition in the framework of an effective interface model of grad...
AbstractA pair of novel jump-relations for the surface-gradients of the double-layer potential are p...
For a class of linear constant-coefficient finite-difference operators of the second order, we intro...
For a class of linear constant-coefficient finite-difference operators of the second order, we intro...
cited By 3International audienceWe consider a fluid crossing a zone of rapid density change, so thin...
We perform a quantitative assessment of different strategies to compute the contribution due to surf...
The density jump in a two-layer flow of miscible fluids is treated, focusing on the case that one of...
On this Bachelor's Thesis we apply the method of layer potentials on two different contexts. On the ...
A closure relation is proposed for description of hydraulic jumps in two-layer flows with a free sur...
The goal of this paper is to investigate jump conditions for unsteady small perturbations at imperme...
Problems involving fluid flow across phase interfaces arise in many branches of physics and engineer...
Colloque avec actes et comité de lecture. Internationale.International audienceThe density jump in a...
The article deals with the problems of solving second-order differential equations obtained as a res...
An alternative formulation of the problem of density jump, first considered by Wilkin-son & Wood...
We prove that the double layer potential operator and the gradient of the single layer potential ope...
Abstract We consider the wetting transition in the framework of an effective interface model of grad...
AbstractA pair of novel jump-relations for the surface-gradients of the double-layer potential are p...
For a class of linear constant-coefficient finite-difference operators of the second order, we intro...
For a class of linear constant-coefficient finite-difference operators of the second order, we intro...
cited By 3International audienceWe consider a fluid crossing a zone of rapid density change, so thin...
We perform a quantitative assessment of different strategies to compute the contribution due to surf...
The density jump in a two-layer flow of miscible fluids is treated, focusing on the case that one of...
On this Bachelor's Thesis we apply the method of layer potentials on two different contexts. On the ...
A closure relation is proposed for description of hydraulic jumps in two-layer flows with a free sur...
The goal of this paper is to investigate jump conditions for unsteady small perturbations at imperme...
Problems involving fluid flow across phase interfaces arise in many branches of physics and engineer...
Colloque avec actes et comité de lecture. Internationale.International audienceThe density jump in a...
The article deals with the problems of solving second-order differential equations obtained as a res...
An alternative formulation of the problem of density jump, first considered by Wilkin-son & Wood...
We prove that the double layer potential operator and the gradient of the single layer potential ope...
Abstract We consider the wetting transition in the framework of an effective interface model of grad...
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