Download High Performance Computing in Science and Engineering ´15: by Wolfgang E. Nagel, Dietmar H. Kröner, Michael M. Resch PDF

By Wolfgang E. Nagel, Dietmar H. Kröner, Michael M. Resch

This e-book provides the state of the art in supercomputer simulation. It contains the newest findings from best researchers utilizing platforms from the excessive functionality Computing heart Stuttgart (HLRS) in 2015. The experiences disguise all fields of computational technological know-how and engineering starting from CFD to computational physics and from chemistry to computing device technology with a distinct emphasis on industrially correct purposes. providing findings of 1 of Europe’s major platforms, this quantity covers a wide selection of purposes that convey a excessive point of sustained performance.

The publication covers the most tools in high-performance computing. Its extraordinary leads to reaching the easiest functionality for construction codes are of specific curiosity for either scientists and engineers. The ebook comes with a wealth of colour illustrations and tables of results.

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Extra resources for High Performance Computing in Science and Engineering ´15: Transactions of the High Performance Computing Center, Stuttgart (HLRS) 2015

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1. Cold Atoms Series. Imperial College Press, London (2013) 19. : Numerically-exact Schrödinger dynamics of closed and open many-boson systems with the MCTDHB package, HLRS report for 2012. M. ) High Performance Computing in Science and Engineering ’13: Transactions of the High Performance Computing Center, Stuttgart (HLRS) 2013. Springer, Heidelberg (2013) 20. : Quantum Many-Body Dynamics of Trapped Bosons with the MCTDHB Package: Towards New Horizons with Novel Physics, HLRS report for 2013. M.

All results follow directly from the laws of quantum mechanics, so symmetry breaking emerges solely from the intrinsic fluctuations of the quantum state. x1 : : : ; xi ; : : : ; xN /; for i D 1; : : : ; N. Due to the symmetry of the ring the exact many-body wave-function is translationally invariant and thus the single-particle density is constant. N 1/ D 4:0. e. eikx with k D 0; ˙1; ˙2; ˙3. We would like to answer the question what single experimental shots of an attractive condensate residing in the ground state on a ring would measure.

Generally p1 ¤ p2 ¤ ¤ pN (the only exception is a completely uncorrelated state such as a Gross-Pitaevskii meanfield state). The complete algorithm can be found in the preprint [28]. Apart from simulating single shots of an experiment, the algorithm in [28] also allows the evaluation of correlation functions of any order, as well as obtaining full counting statistics. Now we consider an example that provides first principle insights into a phenomenon which is usually referred to as symmetry breaking.

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