Tunnel lining damage due to explosions using DGBEM - Prochazka, Petr
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This book focuses on the numerical and experimental study of situations resulting from extreme conditions caused by an enclosed or semi-enclosed environment in which explosions occur. Numerical means which is aimed at the damage to structures, e.g. tunnel linings, is a combined method of discontinuous Galerkin (Galerkin - Petrov) and boundary elements (DGBEM). The air flow is described by a combination of the Galerkin - Petrov and the ALE - Arbitrary Lagrangian-Eulerian method.

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Produktbeschreibung
This book focuses on the numerical and experimental study of situations resulting from extreme conditions caused by an enclosed or semi-enclosed environment in which explosions occur. Numerical means which is aimed at the damage to structures, e.g. tunnel linings, is a combined method of discontinuous Galerkin (Galerkin - Petrov) and boundary elements (DGBEM). The air flow is described by a combination of the Galerkin - Petrov and the ALE - Arbitrary Lagrangian-Eulerian method.
Autorenporträt
Prof. Ing. RNDr. Petr Procházka, DrSc., Civil Engineer (D.S., Ph.D., M.S.) and Mathematician (Dr., M.S.), employed at CTU in Prague,authored 14 technical monographs, approx 850 theoretical technical papers in int. journals or delivered at national conventions and international conferences. 132 papers in WOS,162 citations, Scopus h-index: 9.