1)Determine the horizontal and vertical components of the deflection at joint B B A 35 kN 4m 84 kN 3m 4m C E = 200 Gpa A = 1200 mm²

Q: determine (a) the slope at end C, (b) the deflection at end C W = P L A B P L/2L/2— C

A: Find  Slope at C (θc) = ? Deflection at C (δc) = ?  Let's solve given question using Macaulay…

Q: For the plane truss shown below, use the unit load method to determine the vertical deflection at C…

A: Given:Required:Vertical deflection at C

Q: Determine the mid support deflection and the overhang deflection if E=20GPA, I= 1350 x 105 mm4

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Q: Determine the additonal tension in wire BE and CF. Determine the deflection of point D.

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Q: show all work please

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Q: Determine (approximately) the force in each member of the truss. a. Assume the diagonals can support…

A: We have to determine the value of force in each member of the truss by diagonais can support either…

Q: 8-33. A simply supported beam is subject to a moment M at x = 0 and a moment 2M at x = L, as shown…

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Q: A single axial load of magnitude P is applied at end C of the steel rod ABC. Knowing that E= 30 x…

A: Given data:P=39 kips= 39×103lbE=30×106psid1(AB)=1.25 in.L1(AB)=4 ft=4×12=48 in.L2(BC)=3 ft=3×12=36…

Q: Use the virtual work method to determine the vertical deflection and the horizontal deflection at…

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Q: 5 WL4 业 Smax L 384 ET

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Q: Bin? t. Sft lo in 2 20K Bin? Gin? 8 in 2 - 20 ft

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Q: draw the deflected structure for this frame. note D is a hinge support, E is fixed and C is a roller

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Q: No. 3. Beam AC carries a concentrated load P at its midspan point B. Determine the depth of the beam…

A: Bending stress σmax=50MpaThe Maximum deflection σmax=10mmThe span L=4mE=200Gpa

Q: 1. The beam shown below is made of Steel with E = 200 GPa. The maximum allowed deflection all trough…

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Q: 7–3. Determine the slope at C, and the deflection at B of the bar.

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Q: Fre '-- --:) Rod AB is made of aluminum (E = 10.4 x 106 psi). Rod BC is made of steel (E = 29 x 10°…

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Loads and Reactive Forces

Loads are the external influences that a beam experiences under its working conditions. For instance, a beam may be subjected to shear loads, twisting loads, bending moment, and axial loads during its working conditions. Engineers primarily deal with beams and trusses in the civil engineering domain. Due to the influence of loads, it is very crucial to determine the induced stresses and deformation values. These values give an insight into the critical area of the beam that needs to be worked upon to make it fail-safe.