It is composed of an advection step capturing the flow dynamics, and a stabilised nonlinear backward diffusion step in order to improve the resolution ...

A novel flux corrected transport (FCT) type algorithm is proposed and investigated that is composed of an advection step capturing the flow dynamics, ...

It is composed of an advection step capturing the flow dynamics, and a stabilised nonlinear backward diffusion step in order to improve the resolution ...

Bibliographic details on Stabilised Nonlinear Inverse Diffusion for Approximating Hyperbolic PDEs.

Get details about the chapter of Stabilised Nonlinear Inverse Diffusion for Approximating Hyperbolic PDEs from book Scale Space and PDE Methods in Computer ...

Stabilised Nonlinear Inverse Diffusion for Approximating Hyperbolic PDEs. Scale-Space Pub Date : 2005-04-07 DOI:10.1007/11408031_46 · M. BreußT. BroxT. SonarJ ...

We are concerned with the structure of the operator corresponding to the Lax-Friedrichs method. At first, the phenomenae which may arise by the naive use of ...

Optimal control for PDEs requires sol'n of operator Riccati equations (nonlinear and infinite-dimensional algebraic eqns). Pole placement pursues precise ...

Mar 30, 2021 · Abstract— In this paper, we design a state-feedback law that exponentially stabilizes an underactuated network of scalar hyperbolic systems ...

Traditional approaches to stabilizing hyperbolic PDEs, such as PDE backstepping, often encounter challenges when dealing with high-dimensional or complex ...