This paper is about a relaxation model for large-eddy simulation of turbulent flow that truncates the too small scales of motion by making sure that they do
In this paper we have investigated the two layer fluid flow and heat transfer in a microchannel.The fluid is flowing under the combined influence of pressure grad
We exploit weakly nonlinear theory and the method of multiple scales to arrive at an evolution equation that governs the wave amplitude in a two-dimensional
Advection-diffusion equations arise in many engineering applications,including e.g.pollutants transport into a flow.In various applications,convection domin
We propose the eigenvalue problem of an anisotropic diffusion operator for image segmentation.The diffusion matrix is defined based on the input image.
Since mid 90s conservation laws on graphs are used as model for traffic flow on networks,with applications to water channels,supply chains,vehicular traffic
The problem of optimal displacement of several materials in a domain is formulated as a variational problem for a multiwell Lagrangian; it does not has a cl