Mechanics of Deformable Bodies (Strength of Materials)

Collection of solved problems in Mechanics of Deformable Bodies arranged by topic.

Curated by: Engr. Harf Miranda (Sir Harf Engineering Tutorial) (54 videos)


Currently Playing: PSAD Refresher 54: Axial Deformation and Calculation of Vertical Displacement

SITUATION: The timber member BC, inclined at angle θ = 60⁰ to the vertical, is supported by a pin at B and the 0.75-in.-diameter steel bar AC. The moduli of elasticity are 1.8 x 106 psi for timber and 29 x 106 psi for steel. Neglect the weight of BC. 1. Determine the cross-sectional area (in2) of BC for which the displacement of C will be vertical when the 5000-lb force is applied. A. 7.12 C. 5.45 B. 8.97 D. 6.89 2. Calculate the corresponding vertical displacement (in) of C. A. 0.0892 C. 0.0266 B. 0.0619 D. 0.0757 3. Calculate the axial stress (psi) in BC. A. 702 C. 825 B. 586 D. 684 Thanks for watching! Comment for questions and suggestions for future lecture in this series. Subscribe and hit the bell button to be notified for future posts. #civilengineering #boardexam #engineering #structuralanalysis #structuralengineering #CivilEngineeringLicensureExamination #PRC #PSAD #theoryofstructures #cele #strengthofmaterials #mechanicsofmaterials #staticsofrigidbodies #steeldesign #compressionmember #trusses #friction #refresher #PSADRefresher #SHET


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