Modelling of the Czochralski flow.
Modelling of the interaction of small and large eddies in two dimensional turbulent flows
Modelling the Impact of Pericyte Migration and Coverage of Vessels on the Efficacy of Vascular Disrupting Agents
Over the past decade or so, there have been a large number of modelling approaches aimed at elucidating the most important mechanisms affecting the formation of new capillaries from parent blood vessels — a process known as angiogenesis. Most studies have focussed upon the way in which capillary sprouts are initiated and migrate in response to diffusible chemical stimuli supplied by hypoxic stromal cells and leukocytes in the contexts of solid tumour...
Modellistica matematica e numerica per applicazioni ambientali
Modified boundary integral method for pressure driven MHD duct flow.
Modified guidance laws to escape microbursts with turbulence.
Modified variational iteration method for free-convective boundary-layer equation using Padé approximation.
Modulational stability of Korteweg-de Vries and Boussinesq wavetrains.
Monotone solutions of a nonautonomous differential equation for a sedimenting sphere.
Monotonicity of the free boundary in the two-dimensional dam problem
More pressure in the finite element discretization of the Stokes problem
More pressure in the finite element discretization of the Stokes problem
For the Stokes problem in a two- or three-dimensional bounded domain, we propose a new mixed finite element discretization which relies on a nonconforming approximation of the velocity and a more accurate approximation of the pressure. We prove that the velocity and pressure discrete spaces are compatible, in the sense that they satisfy an inf-sup condition of Babuška and Brezzi type, and we derive some error estimates.
Mori's memory function formalism in nonlinear statistical hydrodynamics
Mortar finite element discretization of a model coupling Darcy and Stokes equations
As a first draft of a model for a river flowing on a homogeneous porous ground, we consider a system where the Darcy and Stokes equations are coupled via appropriate matching conditions on the interface. We propose a discretization of this problem which combines the mortar method with standard finite elements, in order to handle separately the flow inside and outside the porous medium. We prove a priori and a posteriori error estimates for the resulting discrete problem. Some numerical experiments...
Motion of sphere in a stratified fluid
Motion of two point vortices in a steady, linear, and elliptical flow.
Mucus dynamics subject to air and wall motion*
This study presents a numerical investigation of basic interactions between respiratory mucus motion, air circulation and epithelium ciliated cells vibration. One focuses on identification of meaningful rheological parameters, physiological and numerical simulation dimensioning. These preliminary results are crucial before the study of more general configurations of respiratory mucus motion. The numerical study presented in this work aims at providing...
Mulit-Grid Methods for Stokes and Navier-Stokes Equations. Transforming Smoothers: Algorithms and Numerical Results.
Multichannel blind deconvolution using the stochastic calculus for the estimation of the central arterial pressure.
Multicomponent models in nuclear astrophysics
We consider hydrodynamical models describing the evolution of a gaseous star in which the presence of thermonuclear reactions between several species leads to a multicomponent formulation. In the case of binary mixtures, recent 3D results are evoked. In the one-dimensional situation, we can prove global estimates and stabilization for some simplified model.