Dynamic relaxation is a numerical method used primarily in structural analysis and computational mechanics to find static equilibrium of a system subjected to various forces. It is particularly useful for problems involving non-linear behavior or large deformations, where traditional static methods may struggle. The basic idea behind dynamic relaxation is to introduce an artificial dynamic behavior into the system. Instead of solving the equilibrium equations directly, the method treats the system as a dynamic one, allowing it to "relax" over time to reach a stable equilibrium position.
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