The question is attached. Thanks. Learning Goal:To solve for forces in statically indeterminate bars withaxial loads.When the number of reaction forces is greater thanthe number of equilibrium equations, the system isstatically indeterminate. Solving for the reactionsrequires some additional equations. These additionalequations come from considering compatibilityrelationships (i.e., continuity of displacements andrelationships between displacements and loads).For an axially loaded member, the compatibilityrelationship for the deflections can be written bysetting the total relative axial displacement betweenthe ends of the member to a known value. The load-NLgives anotherAEdisplacement relationship 8 =Eequation for the deflections. Once the internal normalforce of each segment is written in terms of the endreactions and applied loads, there is enoughinformation to solve for the reactions.Figure1 of 2>ABF + The square bar shown (Figure 1) is 70 mm thick and 5.4 m long and is fixed supported at both ends. A load directed leftward isapplied at point C, as shown, L2 = 3.3 m from the left end. The modulus of elasticity is E = 100 GPa lf point C moves 8 =0.13 mm to the left, what is the applied force?

Given: Thickness of bar = 70mm Length, L2 = 3.3 m Change in length of L2 = delta = 0.13 mm Youngs…

The square bar shown (Figure 1) is 70 mm thick and 5.4 m long and is fixed supported at both ends. A load directed leftward applied at point C, as shown, L2 = 3.3 m from the left end. The modulus of elasticity is E = 100 GPa .lf point C moves & = 0.13 mm to the left, what is the applied force?

The square bar shown (Figure 1) is 70 mm thick and 5.4 m long and is fixed supported at both ends. A load directed leftward applied at point C, as shown, L2 = 3.3 m from the left end. The modulus of elasticity is E = 100 GPa .lf point C moves & = 0.13 mm to the left, what is the applied force?

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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