P
Liu Bie Ju Centre for Mathematical Sciences Organized by Prof. Philippe G. Ciarlet and Prof. Roderick Wong Mathematical Modeling and Numerical Simulations
of Cod-End by Date : November 9, 2005 (Wednesday)
Abstract: The efforts made by the fishing industry to achieve a sustainable activity require an improvement of the knowledge of the behavior of the fishing gear at sea, especially that of the netting , as well as of the flow inside and outside. A cod-end fish net is first modelled by a discrete finite network. The nonlinear elastic energy for such a structure is defined and studied. Numerical simulations of the equilibrium state are performed by minimizing the total energy. We also study the flow around a rigid net. The flow being turbulent, we use a first-order closure model of turbulence, which we adapt to the present case. The model uses a fictitous domain decomposition and the information related to the net is inserted in the equations by penalization terms thanks to Brinckman's law. The boundary conditions are the so-called «ghost conditions» outside the computation box, so as to avoid eddy reflections in numerical simulations. We show that the resulting system of equations has a weak solution. Finally, we present numerical results and compare them with experimental data. * Tea, coffee and cookies will be provided at the Faculty Common Room in B6501 before the colloquium from 5:00 p.m. to 5:15 p.m. Please come and join us! ** All interested are welcome ** For enquiry: 2788-9816 ¡@
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