Introduction To Finite Element Analysis And Design
Introduction To Finite Element Analysis And Design
2nd Edition
ISBN: 9781119078722
Author: Kim, Nam H., Sankar, Bhavani V., KUMAR, Ashok V., Author.
Publisher: John Wiley & Sons,
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Chapter 2, Problem 22E

The stepped bar shown in the figure is subjected to a force at the center. Use the finite element method to determine the displacement field u ( x ) , axial force distribution P ( x ) , and reactions R L and R R . Assume: E = 100 GPa , the areas of cross sections of the three portions shown are, respectively, 10 4 m 2 , 2 × 10 4 m 2 , and 10 4 m 2 , and F = 10 , 000 N .

Chapter 2, Problem 22E, The stepped bar shown in the figure is subjected to a force at the center. Use the finite element

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The system in the figure consists of AB copper bars with a diameter of 30 mm and BC aluminum bars with a diameter of 22 mm.The modulus of elasticity of copper is 110 GPa and that of aluminum is 75 GPa. Find the displacement of the point C with respect to the given.
A long circular shaft of length L with variable cross-section is fixed onto rigid walls as shown in Figure 1.1. The polar moment of inertia of the L/3-long segment (J1) with a larger cross section is three times larger than that of a 2L/3-long segment (J2) on the right. Assume the shear modulu is constant and equal to G for the entire shaft and that strains are small and linear elastic. L/3 a b L/3 L/3 Figure 1.1. Shaft with variable cross-section and external torque T. (a) If the shaft is subjected to an external torque T at point b, find the angle of twist of point b with respect to point a. (b) If the shaft is subjected to an external torque T at point a, as shown in Figure 1.2, find the angle of twist of point a with respect to point b. J2 L/3- L/3 L/3
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