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Newton-Raphson Method for NonLinear FEA

In this post, we will explore the importance of incremental and iterative processes in nonlinear finite element analysis (FEA), emphasizing the Newton-Raphson method. While nonlinearities in material behavior and contact often require sophisticated solution techniques, the true challenge lies in effectively implementing iterative methods that converge toward accurate solutions. The

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Green Deformation Calculation for Large Deformations

In this blog post, we are going to discover how the application of Taylor series aids in understanding the complexities of large deformations within nonlinear finite element analysis. Introduction In finite element analysis, we encounter various types of nonlinearities that can significantly affect our models: Material Nonlinearity This occurs when

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Stress-Strain Curve Approximation: Ramberg-Osgood Relationship

In structural analysis, particularly when components endure high loads exceeding their yield strength, accurate stress-strain curves are indispensable for precise calculations. However, obtaining these curves can pose challenges, often requiring approximations in the absence of readily available data. This blog post delves into one method of stress-strain curve approximation that closely

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