Who can perform mesh convergence study for my modal analysis?
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As I’ve mentioned earlier, one of my top research areas is modal analysis (MA). For this study, we are expected to perform mesh convergence study to test the accuracy of our numerical solutions. In my previous paper, we’ve presented a numerical method for calculating eigenvectors of an equation, called a pseudo-spectrum method. It is capable of converging to an eigenvector with a prescribed accuracy, provided that we use a sufficiently accurate mesh. The approach is called a “high-order” approach, meaning that we make a few modifications to the standard pseudo-
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Mesh convergence analysis is a vital part of modern modal analysis. It is the most significant step in any modal analysis that involves dynamic motion analysis. In this analysis, the time history of the dynamic response is determined based on the finite elements. Mesh convergence is the technique used to converge the time history solution to the actual solution. Mesh convergence analysis is very useful in many applications, such as, vehicle dynamics, vibration dynamics, and control analysis. In this paper, we introduce the concept of mesh convergence study for modal analysis. The study is performed to verify that the finite element solution