Structural Analysis
Iterative methods are mathematical techniques used to approximate solutions to problems, especially in engineering, by repeatedly refining an initial guess until a desired level of accuracy is achieved. These methods are essential in structural analysis, particularly for solving complex systems like continuous beams and frames, where direct solutions may be impractical or impossible. The iterative process involves assessing the current solution, making adjustments, and repeating this until convergence is reached, ensuring that the solutions reflect realistic behavior under loads.
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