lesson021-Static Analysis of A Coffee Cup.pdf

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lesson021-Static Analysis of A Coffee Cup

MSC.Nastran 120 Exercise Workbook 21-1 WORKSHOP 21 Static Analysis of A Coffee Cup Objectives: ■ Model the geometry of the coffee cup using the given dimensions. ■ Input hydrostatic loading conditions by applying a spatial field using a PCL function. ■ Submit the job to MSC.Nastran for analysis. ■ Review the results from the analysis. 21-2 MSC.Nastran 120 Exercise Workbook WORKSHOP 21 Static Analysis of a Coffee Cup MSC.Nastran 120 Exercise Workbook 21-3 Model Description: Figure 21.1 shows the dimensions for a coffee cup which will be constructed as a 2D plate model in MSC.Patran. Because the geometry, loads, and boundary conditions are axisymmetric, only 1/8th of the cup will be modeled. In addition, a geometry model will be created using a cylindrical coordinate system, and meshed with 2D elements. The model will have symmetric boundary conditions applied, as well as a constraint on the lower edge of the cup in TZ. The model will be subjected to a hydrostatic load, where the pressure acts normal to the surface of the plate elements with a value of zero at the surface of the fluid, and linearly approaches a maximum value at the bottom of the cup. To model this load distribution, a PCL function will be used to create a spatial field and define a pressure load. Finally, the model will be submitted to MSC.Nastran for analysis. Figure 21.1 - Coffee Cup Table 21.1 - Material Properties Thickness: 1/8 in Youngs Modulus: 4.7E+05 psi Poisson’s Ratio: 0.333 3 1/2” 3” 3/4” 1 3/8” 21-4 MSC.Nastran 120 Exercise Workbook Suggested Exercise Steps: ■ Create a cylindrical coordinate system. ■ Create curves that define the midplane of the cup. ■ Revolve the curves 45 degrees to create the surfaces. ■ Mesh the surfaces with plate elements. ■ Verify element orientation. ■ Define material properties. ■ Define plate element properties. ■ Apply constraints. ■ Create a spatial field using a PCL function. ■ Apply the PCL function to a pressure load. ■ Submit the model to MSC.

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