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SENSITIVITY OF DARCY'S LAW TO DISCONTINUITIES
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作者 C.BERNARDI O.PIRONNEAU 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2003年第2期205-214,共10页
The authors investigate the sensitivity of hydrostatic pressure of flows through porous media with respect to the position of the soil layers. Indeed, these induce discontinuities of the porosity which is a piecewise ... The authors investigate the sensitivity of hydrostatic pressure of flows through porous media with respect to the position of the soil layers. Indeed, these induce discontinuities of the porosity which is a piecewise constant coefficient K of the partial differential equation satisfied by the pressure u and it leads to the computation of the derivative of u with respect to changes in position of discontinuity surface of K.The analysis relies on a mixed formulation of the problem. Preliminary numerical simulations are given to illustrate the theory. An application to a simple inverse problem is also given. 展开更多
关键词 Partial differential equations Flow through porous media Sensitivity Darcy's equation Topological optimization
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