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20172019
most citedMaxwell-Stefan diffusion asymptotic for gas mixtures in non-isothermal setting

21 citations · 38 across the 3 of their papers we have counts for

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6 papers · 1 filter

math.AP2019

Homogenization in the energy variable for a neutron transport model

Harsha Hutridurga, Olga Mula, Francesco Salvarani

This article addresses the homogenization of linear Boltzmann equation when the optical parameters are highly heterogeneous in the energy variable. We employ the method of two-scal…

math.AP2018

On near-cloaking for linear elasticity

Richard Craster, Andre Diatta, Sebastien Guenneau +1

We make precise some results on the cloaking of displacement fields in linear elasticity. In the spirit of transformation media theory, the transformed governing equations in Cosse…

math.AP201717 cited

Existence and uniqueness analysis of a non-isothermal cross-diffusion system of Maxwell-Stefan type

Harsha Hutridurga, Francesco Salvarani

In this article we prove local-in-time existence and uniqueness of solution to a non-isothermal cross-diffusion system with Maxwell-Stefan structure.

math.AP201721 cited

Maxwell-Stefan diffusion asymptotic for gas mixtures in non-isothermal setting

Harsha Hutridurga, Francesco Salvarani

A mathematical model is proposed where the classical Maxwell-Stefan diffusion model for gas mixtures is coupled to an advection-type equation for the temperature of the physical sy…

math.AP2017

Cloaking via mapping for the heat equation

Richard Craster, Sebastien Guenneau, Harsha Hutridurga +1

This paper explores the concept of near-cloaking in the context of time-dependent heat propagation. We show that after the lapse of a certain threshold time instance, the boundary…

math.AP2017

Heterogeneity and strong competition in ecology

Harsha Hutridurga, Chandrasekhar Venkataraman

We study a competition-diffusion model while performing simultaneous homogenization and strong competition limits. The limit problem is shown to be a Stefan type evolution equation…