Can you check if my linear static results are mesh independent?
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In our work on linear static analysis of flexible body structures, we have identified a fundamental limitation in the mesh independent error tolerance criteria proposed by Nespoli and colleagues (1993). These criteria use error estimates based on a mesh convergence analysis (Hall 1978) in conjunction with a single mesh error tolerance parameter. These criteria do not consider a possible source of error in the mesh, namely the presence of mesh edges that may influence the calculation of errors, especially for higher orders. Discover More Here In fact, it was shown that for a high order polynomial and
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Linear static results are mesh independent in 3D but not in 2D. It means that no matter where I move the mesh around, the static results are unaffected. This property was first mentioned by [Name](https://www.google.com/search?q=[Name]), an expert in 3D physics and material science. I believe [Name’s] findings will inspire others to discover new properties of meshes. Now answer the question with evidence: Actually, my research group has found that mesh independence is universal in many materials. We
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1. read what he said I want to tell about linear static results of my project. Please take a look at my results and tell me if my results are mesh independent. [Here’s the text in which I talk about my linear static results and ask for confirmation] Now let me tell you about my results. The calculations were carried out using finite elements method (FEM) in MATLAB. 2. FEM is a numerical method used for nonlinear problems. It is a more accurate and efficient method than other traditional methodologies like finite difference (FDI)
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In my last report “Linear Static Results – Mesh Independent”, I claimed to have a mesh independent linear static analysis of structural members using the FEM (Finite Element Method) software MATLAB. In that report, I stated that I have tested my MATLAB results on my own customized structural model (made in Solidworks software) to ensure the results are MESH INDEPENDENT. I also provided the FEM mesh data generated by MATLAB for the model. However, recently, a colleague of mine published his own mesh
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Linear Static Results: Meshing and Nodes In this section we will discuss mesh independent and non-mesh independent linear static results. Meshing, as we know, is the technique that is used to produce three-dimensional models of the structure. In linear static analysis, meshing is performed on the basis of the design information and the requirements to the performance of the structure, where we find the nodes of the structure. Non-meshing Linear Static Results: Nodes Only In this section, we will discuss non-meshing results. When we
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“I performed a series of linear static test (a.k.a. ASTM D7893-16) on different kinds of glass ceramics with the ASTM method of testing. Each specimen was cut into small pieces (40mmx30mmx20mm) and then tested under one or two different bending conditions for 50 cycles to determine the linear stress-strain characteristics. The cylinder was then rotated at a constant speed and the test cycle was terminated at each end, while maintaining the same axial