Meshing/elements in Abaqus • • Accuracy of an Abaqus analysis strongly depends on the element type , mesh density and thickness elements. During a study.
Download ReportTranscript Meshing/elements in Abaqus • • Accuracy of an Abaqus analysis strongly depends on the element type , mesh density and thickness elements. During a study.
Meshing/elements in Abaqus • • Accuracy of an Abaqus analysis strongly depends on the element type , mesh density and thickness elements. During a study on a thin- flat plate with different loading conditions , significantly different results were obtained depending on the number of thickness elements used. Fig. 1. Flat Plate under uniform loading with 2 elements through the thickness 11/6/2015 Problems : - Since reduced integration elements were used , a fine mesh in the bending direction was necessary. - Only 2 elements were present along the thickness. - Hence Asymmetric behavior at the edges was noticed and a 12% error existed between numerical and analytic results Srisharan.G.Govindarajan 1 Fig. 2. Finer mesh along the thickness Fig. 3. Flat plate after mesh refinement along the thickness - Error reduced to less than 1% with a finer mesh along the thickness. - It was observed that for an analysis using reduced integration elements in Abaqus , there exists an optimum value for the number of thickness elements. - To obtain a mesh independent solution , this optimum value was maintained a constant and the global seed was changed to vary the overall mesh density. 11/6/2015 Srisharan.G.Govindarajan 2 Table 1. Types of Abaqus elements Incompatible mode elements Fully integrated linear elements Reduced integration linear elements • Best of the linear elements • Can represent bending behavior well if they are not distorted • Element edges should be parallel and normal to the direction of bending • Eg : Cantilever beam bending analysis • They are too stiff in bending • Suffer from ‘shear -locking’ . • Should not be used if the model is to respond in bending. • Eg : Useful in simple problems , contact simulations and fully coupled thermal stress problems. • They are less stiff in bending • Suffer from ‘hourglassing’. • This can be overcome by using a really fine mesh in the bending direction. • Eg : Can be used in thinplate bending/deflection analysis , heat transfer problems . 11/6/2015 Srisharan.G.Govindarajan 3