finite element method
**finite element method**
What is finite element method?
The Finite Element Method (FEM) is a numerical technique for finding approximate solutions to boundary value problems for partial differential equations (PDEs). It essentially divides a complex problem domain into smaller, simpler parts, called finite elements. By solving equations over these individual elements and then assembling them, an approximate solution for the entire domain is obtained. FEM is widely used in engineering for analyzing structural mechanics, heat transfer, fluid flow, electromagnetism, and other physical phenomena. It's also used in various scientific fields to model and simulate complex systems.
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