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Nonlinear Waves and Singularities in Optics, Hydrodynamics and Plasmas

机译:光学,流体动力学和等离子体中的非线性波和奇异性

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摘要

Waves dynamics is one of the most interesting and appealing problems in applied mathematics and physics. We encounter waves in all areas of our everyday lives, from waves on the surface of a lake or a pool and sound waves to the electromagnetic waves propagation in ionosphere and plasma excitations on the sun. In wast majority of interesting cases the problem of wave propagation can be solved not only in the linear approximation but also with nonlinear effects taken into account, due to powerful tools of modern applied mathematics and theoretical physics. These approaches together with rapidly emerging computational power leads to new amazing advances in the study of waves dynamics in different media. Common approaches stimulate intensive interchange of ideas in the field which accelerates the development of the wave dynamics even further. Our minisymposium is devoted to new advances in the theory of waves and demonstrates vividly the similarity of approaches in a broad spectrum of important applications.
机译:波浪动态是应用数学和物理学中最有趣和最有吸引力的问题之一。我们在日常生活中的所有领域遇到波浪,从湖面表面的波浪或池中的声波和声波到电离层的电磁波传播,在阳光下的血浆激励。在Wast大多数有趣情况下,波传播的问题不仅可以在线性近似来解决,而且由于现代应用数学和理论物理学的强大工具,也考虑了非线性效应。这些方法以及迅速的新兴的计算能力导致了不同媒体的波浪动力学研究的新的惊人进步。常见的方法刺激领域中的密集交换,甚至进一步加速了波动力学的发展。我们的小核糖核对波浪理论的新进展,并在广泛的重要应用中生动地展示了方法的相似性。

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