A solid simply supported beam is loaded with a concentrated load at the top center. The support is assumed to be rigid.

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A solid simply supported beam is loaded with a concentrated load at the top center. The support is assumed to be rigid.

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A Solid Simply Supported Beam Is Loaded With A Concentrated Load At The Top Center The Support Is Assumed To Be Rigid 1
A Solid Simply Supported Beam Is Loaded With A Concentrated Load At The Top Center The Support Is Assumed To Be Rigid 1 (22.82 KiB) Viewed 30 times
A Solid Simply Supported Beam Is Loaded With A Concentrated Load At The Top Center The Support Is Assumed To Be Rigid 2
A Solid Simply Supported Beam Is Loaded With A Concentrated Load At The Top Center The Support Is Assumed To Be Rigid 2 (32.77 KiB) Viewed 30 times
A solid simply supported beam is loaded with a concentrated load at the top center. The support is assumed to be rigid. Geometry: 2"x1"×10" (depth x width x length) • Material: ASTM A 36 •Boundary condition: fixed at both ends •Force: 2,000 lbf at the center •Mesh: medium (default) •Analysis type: static a. Perform linear static analysis with solid elements for maximum displacement, stress b. Compare results with analytical results
1. Simulation Description a. SolidWorks Model b. Analysis (What kind of analysis is performed?) Units (Mention the System of Units used) C. d. Materials (Type of Materials, Materials Properties) Boundary Conditions (Type of Boundary Condition, Applied Locations) External Loading (Type of Loading, Applied Locations) g. Mesh (Type of elements, Characteristics Element Size, Number of Elements and Nodes) di 2. Results Von Mises Stress Plot Displacement Plot a. b. c. Strain Plot d. Maximum Displacement as a Function of Element Size (Perform the Simulation for Element Sizes 1, .5, .25 inch e. Plot the graph for displacement vs element size f. Reaction forces
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