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Mesh convergence is a critical process in numerical simulations, ensuring that the solution becomes independent of the mesh size as it is refined. It is essential for achieving accurate and reliable results in computational analyses like finite element methods by systematically reducing discretization errors.
Adaptive meshing is a computational technique used to dynamically adjust the resolution of a mesh in numerical simulations to improve accuracy and efficiency. It focuses computational resources on areas of interest by refining the mesh where needed and coarsening it where possible, optimizing the balance between computational cost and solution precision.
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