β Scribed by O. C. Zienkiewicz; Maosong Huang; M. Pastor
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
In solving the Buckley-Leverett problem, the use of higher order Hermitian polynomials at the frontal location and lower order ones elsewhere in the solution domain yields an enhanced frontal definition. This improvement is achieved without a significant increase in computational effort.
## Abstract In this paper we develop an adaptive finite element method for heat transfer in incompressible fluid flow. The adaptive method is based on an __a posteriori__ error estimate for the coupled problem, which identifies how accurately the flow and heat transfer problems must be solved in or
A series of numerical tests is carried out employing some commonly used finite elements for the solution of 2-D elastostatic stress analysis problems with an automatic adaptive refinement procedure. Different kinds of elements including Lagrangian quadrilateral and triangular elements, serendipity q
## Abstract We present a method for solving partial differential equations characterized by highly localized properties in which the local defect correction (LDC) algorithm for timeβdependent problems is combined with a finite volume discretization. At each time step, LDC computes a numerical solut