Uncertainty Quantification for Wave Propagation and Flow Problems with Random Data

The minimization problem is solved using (a heuristic method based on) Lagrangian relaxation, and simulation is used to evaluate the average inventory holding costs and backorder

The exact sizes of the extinction thresholds are not of primary importance here since we are mainly in- terested in investigating relative extinction risks for different

e primary use of GPUs are in computer graphics, but in recent time they have been used as computational accelerators in desktop and cluster computations due to their high

We solve the compressible Navier-Stokes equations using second- and fourth- order schemes with weak and strong boundary conditions on different

The partial differential equations are discretised using a finite difference or finite volume method on a structured grid, which is a common approach in the CFD community.. In

Stable High Order Finite Difference Methods for Wave Propagation and Flow Problems on Deforming Domains. Sonja Radosavljevic Samir a Nikk ar St able High Or der Finit e Diff er

Keywords: Helmholtz equation, Lighthill’s analogy, computational aero-acoustics, finite element method, Galerkin/least-squares stabi- lization, infinite element method,

It was found that sampling with around 2000 points was typically sufficient to see convergence with Monte Carlo sampling to an accuracy comparable to the accuracy of the