Computational Fluid Dynamics for Sport Simulation [electronic resource] /
Peters, Martin.editor.
All over the world sport plays a prominent role in society: as a leisure activity for many, as an ingredient of culture, as a business and as a matter of national prestige in such major events as the World Cup in soccer or the Olympic Games. Hence, it is not surprising that science has entered the realm of sports, and, in particular, that computer simulation has become highly relevant in recent years. This is explored in this book by choosing five different sports as examples, demonstrating that computational science and engineering (CSE) can make essential contributions to research on sports topics on both the fundamental level and, eventually, by supporting athletes’ performance.
Description based upon print version of record.
Includes bibliographical references.
Numerical Models and Simulations in Sailing Yacht Design -- Swimming Simulation: A New Tool for Swimming Research and Practical Applications -- On CFD Simulation of Ski Jumping -- Soccer Ball Aerodynamics -- Aerodynamics of an Australian Rules Foot Ball and Rugby Ball.
All over the world sport plays a prominent role in society: as a leisure activity for many, as an ingredient of culture, as a business and as a matter of national prestige in such major events as the World Cup in soccer or the Olympic Games. Hence, it is not surprising that science has entered the realm of sports, and, in particular, that computer simulation has become highly relevant in recent years. This is explored in this book by choosing five different sports as examples, demonstrating that computational science and engineering (CSE) can make essential contributions to research on sports topics on both the fundamental level and, eventually, by supporting athletes’ performance.
Computer mathematics.
Applied mathematics.
Engineering mathematics.
Computer science—Mathematics.
Physics.
Continuum physics.
Computational Science and Engineering.
Mathematical and Computational Engineering.
Mathematics of Computing.
Numerical and Computational Physics, Simulation.
Classical and Continuum Physics.


Lecture Notes in Computational Science and Engineering