Problem 4: Using FEM, calculate the maximum deflection of a thin plate made of Aluminum of thickness=1 mm if the plate is subjected to a transversal load of q = 5000 N/m². The plate dimensions are x = 100 cm, ly = 150 cm and the plate's edges are simply supported. Compute the maximum displacement if the plate now has an elliptical hole as shown in Figure 4. a = 20 cm b = 30 cm 150 cm 10 Figure 4: Reinforced panel section for problem 4. 100 cm

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
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Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
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Chapter5: Business And Economic Forecasting
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Problem 4: Using FEM, calculate the maximum deflection of a thin plate made of Aluminum of
thickness=1 mm if the plate is subjected to a transversal load of q = 5000 N/m². The plate
dimensions are x = 100 cm, ly = 150 cm and the plate's edges are simply supported. Compute the
maximum displacement if the plate now has an elliptical hole as shown in Figure 4.
a = 20 cm
b = 30 cm
150 cm
10
Figure 4: Reinforced panel section for problem 4.
100 cm
Transcribed Image Text:Problem 4: Using FEM, calculate the maximum deflection of a thin plate made of Aluminum of thickness=1 mm if the plate is subjected to a transversal load of q = 5000 N/m². The plate dimensions are x = 100 cm, ly = 150 cm and the plate's edges are simply supported. Compute the maximum displacement if the plate now has an elliptical hole as shown in Figure 4. a = 20 cm b = 30 cm 150 cm 10 Figure 4: Reinforced panel section for problem 4. 100 cm
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