Search for dissertations about: "fluid-structure interaction"
Showing result 1 - 5 of 45 swedish dissertations containing the words fluid-structure interaction.
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1. Finite Element Modelling of Fluid-Structure Interaction
Abstract : The dynamic interaction between non-viscid, compressible fluid and an elastic structure is studied. Finte element formulations, using the weighted residual method, are derived. Different primary variables in the fluid domain are used and different source functions are considered. READ MORE
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2. Numerical Study of Fluid-Structure Interaction with Application to Oscillating Cylinders
Abstract : The problem of fluid-structure interaction, occurring in many industrial and engineering applications, are of great importance, since interaction of a flow and a structure in it can lead to serious damages of the structure. The fluid-structure interaction gives rise to a variety of different physical phenomena such as flow-induced vibration, noise generation, etc. READ MORE
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3. A Large Eddy Simulation Based Fluid-Structure Interaction Methodology with Application in Hydroelasticity
Abstract : The phenomenon of hydroelasticity is a subarea of Fluid-Structure Interaction (FSI) and of major importance in many engineering applications related to hydrodynamics and naval architecture e.g. READ MORE
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4. Finite Element Procedures for Fluid-structure Interaction
Abstract : This thesis concerns finite element (FE) methods for solving fluid-structure interaction (FSI) problems. Two types of fluid-structure interaction are considered. A finite element method for solving the interaction between a flowing incompressible fluid and a linear elastic structure is proposed. The flow is assumed to be laminar. READ MORE
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5. Adaptive Finite Element Methods for Fluid Structure Interaction Problems with Applications to Human Phonation
Abstract : This work presents a unified framework for numerical solution of Fluid Structure Interaction (FSI) and acoustics problems with focus on human phonation. The Finite Element Method is employed for numerical investigation of partial differential equations that model conservation of momentum and mass. READ MORE