This volume contains contributions to the First Kazakh-German Advanced Research Workshop on Computational Science and High Performance Computing presented in September 2005 at Almaty, Kazakhstan. The workshop was organized by the High Performance Computing Center Stuttgart (Stuttgart, Germany), al-Farabi Kazakh National University (Almaty, Kazakhstan) and the Institute of Computational Technologies SB RAS (Novosibirsk, Russia) in the framework of activities of the German-Russian Center for Computational Technologies and High Performance Computing. The contributions range from computer science, mathematics and high performance computing to applications in computational fluid dynamics, combustion and industrial problems. They show a wealth of theoretical work and simulation experience with a potential of bringing together theoretical mathematical modelling and usage of high performance computing systems presenting the state of the art of computational technologies.

Contenu
Solution of Maxwell's equations on partially unstructured meshes.- The integral equations method in problems of electrical sounding.- The chain of abstraction in High Performance Computing and simulation.- 3D Euler flow simulation in hydro turbines: unsteady analysis and automatic design.- On parallelization of one 3D fluid flow simulation code.- Development of algorithm for visualization of results in scientific research.- A general object oriented framework for discretizing non-linear evolution equations.- The Cauchy problem for Laplace equation on the plane.- Challenges of future hardware development and consequences for numerical algorithms.- Simulation of flame propagation in closed vessel with obstacles.- Detailed numerical simulation of the auto-ignition of liquid fuel droplets.- Numerical investigation of a supersonic flow with jet injection.- Object-oriented framework for parallel smoothed particle hydrodynamics simulations.- Numerical calculation of industrial problems.- Large-eddy simulations for tundish and airfoil flows.- Solution of one mixed problem for equation of relaxational filtration by Monte Carlo methods.- Numerical prediction of vortex instabilities in turbomachinery.