Q2 For the beam shown: (a) Use the stiffness method to determine all the reactions at supports. (b) Draw the quantitative free-body diagram of member. (e) Draw the quantitative shear diagram, bending moment diagram and qualitative deflected shape. Take / 200(10) mm and E 200 GPa and support 8 settlement 10 mm. 40 kN 6 kN/m El A--10 mm 4 m 2EI 8 m

Q: A solid steel shaft supports loads PA=490 N and PD = 400 N, as shown. Assume L₁ = 180 mm, L₂ = 620…

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Q: A thin polymer plate PQR is deformed so that corner Q is displaced downward 0.9 mm to new position…

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Q: For the given system: rods 1 (at both ends), d = 0.625 in and E = 15,000 ksi; rod 2, d = 0.375 in…

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Q: 3. The lap joint is connected by nine 20-mm diameter rivets. Assuming that the axial load P = 150 kN…

A: The load applied to lap joint,P =150 KNThe load is equally distributed to 9 rivets.the dimesion of…

Q: LIven: Ex : -533 ×10-6 Ex: -533 x/o-6 Ey 67 x 10-b = -626 x 10-6 E : 30 x/0 psi Y: ,30 Find: Stress…

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Q: The steel framework is used to support the reinforced stone concrete slab that is used for an…

A: Slab thickness =200mm =0.2mUnit weight of concrete=23.6 KN/m3Live  load for office=2.4…

Q: o Given: A tapered shaft with P, L, and E known and constant and h = d (1+z) P d X @Eric P. Kasper &…

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Q: Engr 309. 7/7/22. Name POI 2' 4' Taok + 3' B 5' 8k/ft Number Draw the V and M diagrams. Fill-in the…

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Q: Compute the vertical displacement of the roller at C.

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Q: A mechanic uses a crowfoot wrench to loosen a bolt at E. Knowing that the mechanic applies a…

A: The given data is: Vertical force=21 lb Diameter of shaft, d=3/4 in=0.75 in Radius of shaft,…

Q: Suppose that in addition to the 2 at point D, a 2.20-kN downward Figure 1)

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Q: the largest axial P force that the given riveted joint can safely carry. calculate. Rivet diameter…

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Q: A rectangular bar is connected to a support bracket with a circular pin, as shown in the figure. The…

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Q: Determine the stress (in psi) in member BD if the cross-sectional area of the BD is 2.39 in? P =…

A: Using EQUILIBRIUM equation calculate the force in member BD. Then the stress can be calculated using…

Q: e lap joint is fastened with four 0.83-in.-diamete ximum tensile stress (in psi) on the plates.…

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Q: Required information Consider the beam and loading shown. Given: P= 8 kips 글 in. P 8 in. a 4 in. -…

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Q: Find the Y location of maximum shear stress.

A: To find the location of maximum shear stress for the section shown in the figure.

Q: The cross-sectional dimensions of a beam are shown. The internal bending moment about the z…

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Q: A steel bracket of solid circular crosssection is subjected to two loads, each of which isP = 4.5 kN…

A: Given:- The magnitude of the force (P) = 4.5 kN The dimension variable (b) = 240 mm = 0.24 m The…

Q: Vertical load is applied to point B of a 10 mm radius cylindrical bar as shown in the figure.…

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Q: An M pair of forces is applied to the beam of which cross-section is shown in a plane that makes an…

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Q: A thin triangular plate PQR forms a right angle at point Q. During deformation, point Q moves to the…

A: Given:- Due to deformation, The movement of point Q to the left = u = 1.3 mm  The movement of point…

Q: An eccentric load is applied at a point 22 mm from the geometric axis of a 60-mm-diameter rod made…

A: Given data:Diameter of the rod=60 mmEccentricity, e=22mmStress, Young's modulus, E=200 GPaEffective…

Q: The rigid bars shown are separated by a roller at C and pinned at A and D. A steel rod at B helps…

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Q: Determine the shear stress (in Mpa) in the 29.39- mm-diameter pin at A that support the beam if P =…

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Q: .

A: As there are multiple questions posted, according to the guidelines only the first three subparts…

Q: d help wirh 3 and

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Q: #3. The distributed load w is supported by three suspender bars as shown. AB and EF are made of…

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Q: A mechanic uses a crowfoot wrench to loosen a bolt at E. Knowing that the mechanic applies a…

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Q: Two forces, each of magnitude P, are applied to the wrench. The diameter of the steel shaft AB is…

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Q: -51.476603223441mm, Determine the radius of the cross-section of the circular beam. Determine the…

A: E = 90 GPaMaximum shear force = 508.4 kNP = 190 kNa = 2 mb = 1 mc = 3m Calculations for support…

Q: 1. For the beam and loading shown, determine the maximum flexural stress (compression and tension)…

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Q: A reinforce d rectangular beam with width b and effetive depth d has 4.16 mm bars placed on 1layer…

A: Given:  b = 532.5mm, d = 877.5mm fy = 420 MPa, fck = 28 MPa L = 6.35 m WD = 36 kN/m, WL = 47.5 kN/m…

Q: Calculate for the shear force at member FE in kN of the frame shown in figure 1 using Portal Method.…

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Q: Part A P= ΜΑ B Determine the horizontal force P that must be applied perpendicular to the handle of…

A: Following is the free body diagram of the wedge C with wedge B:

Q: Hw . the Cross- Sectiomal dimensions of a beam are Shown below. If the makimunm allowable berehing…

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Q: SAMPLE PROBLEM 2: Assume that AE are equal for each rod Regd: Internal forces for member AB, CD, EF…

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Q: 31, a = 5, b = 4, and c = What is the location of zero shear from A in meters? Given: w = 2. w kN/m…

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Q: A plate is fastened to a fixed member by four 20-mm diameter rivets arranged as shown. Compute the…

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Q: Determine the maximum bending stress (in Pa) for the beam shown belowif P = 1670 N, T = 4684 Nm, a =…

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Q: A SHAFT OF TO RIGID SUPPORTS SEGMENT AC, AND LO. FOR BRONZE 6= 35 and FIK STEEL, 6 = 83 6Pa Shearing…

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Q: The two bars are used to support load P. When unloaded, joint B has coordinates (0, 0). After load P…

A: Given data; a=17ft b=34ft c=12ft d=24ft coordinate position=(-0.51in,-0.14in)

Q: 9. The rigid bar ABC is supported by a pin at A L=4 ft and a steel rod at B. A = 0.5 in.2 E= 29 x106…

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Q: A stepped vertical steel bar ABCD is fixed at the top end A. Each segment of the bar AB, BC and CD…

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Q: Instructions: Follow Given-Required-Solution format for your computation. Complete FBD for full…

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British Gravitational Bg System Of Units

Measuring is the comparison of a particular physical quantity with its reference value. A unit is a fixed physical quantity. The length is a physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.