Biomedical Engineering

Research from Z.M. Gao et al Broadens Understanding of Biomedical Engineering

Published in Biotech Business Week, February 21st, 2011

2011 FEB 21 -- According to a study from Beijing, People's Republic of China, "This paper presents the problem of shape optimization of two-dimensional viscous flow governed by the time-dependent Navier-Stokes equations. The minimization problem of the viscous dissipated energy was established in the fluid domain."

"The discretization of Navier-Stokes equations is accomplished using a new stabilized finite element method in space and finite difference in time. This new method does not need a stabilization parameter or calculation of high-order derivatives. We derive the structures of the discrete Eulerian derivative of the cost functional by a discrete...

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Source: Biotech Business Week (2011-02-21)

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