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ANSYS Tutorials for UndergraduateMechanical Engineering Courses
These exercises are intended only as an educational tool to assist those who wish to learn how to use ANSYS. They are not intended to be used as guides for determining suitable modeling methods for any application. The author assumes no responsibility for the use of any of the information in these tutorials. There has been no formal quality control process applied to these tutorials, so there is certainly no guarantee that there are not mistakes in them. The author would appreciate feedback at the email address below if mistakes are discovered in these tutorials.
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The tutorials were originally written using ANSYS, Version 5.6, and ANSYS has been updated numerous times since that version. Some of the tutorials have since been updated, and some are currently being updated. Typically, there are relatively minor changes to the locations of various features in the ANSYS graphical user interface (GUI) from one version of ANSYS to the next. The GUI does have quite a different look in more recent versions than it did in Version 5.6. However, it is likely that usually someone using one of the tutorials listed below, written for an older version of ANSYS, can still figure out how to complete the tasks in the exercise by looking around in the menu options available in their newer ANSYS version. Some of the tutorials below are stored in Microsoft Word documents, and some are in Adobe Acrobat PDF files. As updated versions of these tutorials become available, they will be added to this website.
In finite element analysis of two and three dimensional problems the isoparametric concept is particularly useful Shape functions are defined on the parent (or master) element Each element on the mesh has exactly the same shape functions Shape functions are used for interpolating the element coordinates and deflections parent element. 1.2 Finite Element Method As mentioned earlier, the finite element method is a very versatile numerical technique and is a general purpose tool to solve any type of physical problems. It can be used to solve both field problems (governed by differential equations) and non-field problems. There are several advantages of FEM over FDM.
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