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ME-430 INTRODUCTION TO COMPUTER AIDED DESIGNTORSIONAL ANALYSIS Using Pro/MECHANICA Pro/ENGINEER

ME-430 INTRODUCTION TO COMPUTER AIDED DESIGN TORSIONAL ANALYSIS Using Pro/MECHANICA Pro/ENGINEER Wildfire 2.0 Dr. Herli Surjanhata The U-Joint shown in the figure below is made of steel. A torsion load of 10,000 INLB is uniformly applied over the top portion surface of the U-Joint. Determine the von Mises stresses, and maximum deflection under the given torsion load and boundary conditions. Check the convergence of your analysis. Step 1: Using Pro/ENGINEER, create a base feature as shown in the Figure below. It is done by extruding both sides the section shown with 2 inches blind depth. Create two rounds with R = 1 inch on. | NNT ME-430 INTRODUCTION TO COMPUTER AIDED DESIGN TORSIONAL ANALYSIS Using Pro MECHANICA Pro ENGINEER Wildfire 2.0 Dr. Herli Surjanhata The U-Joint shown in the figure below is made of steel. A torsion load of 10 000 INLB is uniformly applied over the top portion surface of the U-Joint. Determine the von Mises stresses and maximum deflection under the given torsion load and boundary conditions. Check the convergence of your analysis. Step 1 Using Pro ENGINEER create a base feature as shown in the Figure below. It is done by extruding both sides the section shown with 2 inches blind depth. Create two rounds with R 1 inch on the left and right bottom of the base feature. 1 Create co-axial holes of 0.75 inch in diameter on both sides of the part. Add the cylindrical portion of the part as shown below. The diameter is 1.50 inches and use extrude to the next surface option. Note that the radius of the round is 0.2 inch. 2 Make the following cut on the cylinder. Round the bottom of the cut with R 0.05 inch. Change the units to IPS inches-pounds-seconds by selecting