Lyapunov method: a tool to describe fabric attractor in non-linear and heterogeneous flows with application to shear zones

The method extends the positive definite non-oscillatory finite element algorithm (NFEM) capabilities to predict sediment transport, multiphase flow, and evolution of the

Since each intersection is being controlled by a traffic light, the departures do not have constant flow rate, and so the arrivals to downstream intersections do not occur with

“the classical linear heat flow in R N can be derived as the gradient flow of the Boltzmann entropy with respect to the 2-Wasserstein metric on the space of probability measures on R

Once we have Lipschitz shadowing and Nonautomous inverse shadowing we can estimate the distance of the attractors of a Morse-Smale gradient like map and the pullback attractor of a

An asymptotic analysis of a layered structure with an imperfect interface subject to an anti-plane shear deformation and non-homogeneous Dirichlet end conditions is presented in

the increase of normal stiffness with joint closure; the softening of shear strength; the rate of change of dilatancy with shear displacements, and, regarding the

Through numerical experiments, we showed that the proposed inertial coupling method (ICM) can consistently describe the dynamics of “blob” particles in fluid flow over a broad range

CFD simulations for different Reynolds numbers provide a further insight into the relation of the flow structures with wall shear stress, and their role on the local heat