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Since last SHC there have been a variety of updates to Legacy of Solaris, there are more custom layouts, many fixes, character balances and various other updates. The project is roughly about 70% complete, and nearing ever closer to it's final state, thank you to everyone who has been following this project. The playstation 3 version is deprecated and I do not recommend playing it.
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The finite element method is a numerical method, like the finite difference method, for solving differential equations arising in the study of physical phenomena. In the finite element method, a given domain is viewed as a set of nonintersecting subdomains, called finite elements, and over each element the governing equation is approximated by any of the traditional variational methods (e.g., Ritz, Galerkin, and least-squares methods). The main reason behind seeking approximate solution on a set of elements is the fact that it is easier to represent a complicated function as a sum of simple polynomials. Of course, each individual segment of the solution should fit with its neighbors in the sense that the function and possibly its derivatives up to a chosen order are continuous along the interface between elements. This entry is a brief introduction to the finite element modeling of diffusion processes and the Navier–Stokes equations governing viscous incompressible fluids.
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