Titlebook: IUTAM Symposium on Diffraction and Scattering in Fluid Mechanics and Elasticity; Proceeding of the IU I. David Abrahams,Paul A. Martin,Mich

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Kidney-Failure

Nonlinear Effects in Wave Scattering and Generationpstream and/or downstream. In many cases when the topographic feature has a small amplitude the situation can be successfully described using a linearised theory, and any nonlinear effects are determined as a small perturbation on the linear theory. However, when the flow is critical, that is, the s

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Localised Oscillations Near Submerged Obstacles on the surface of water of infinite depth. Physically a trapped mode is a localised oscillation of the fluid which does not radiate any waves to infinity and which has finite energy. Mathematically it is an eigenfunction associated with a certain operator and the trapped mode found in [1] has the p

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Trapped Modes about Tube Bundles in Waveguidesconducted from a fluid flowing in the cylinders to a fluid flowing through the duct. It is important to identify under what conditions the configuration may be subject to resonant acoustic modes which may be generated by various means so that design parameters can be chosen to avoid this undesirable

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