"a" kN H 3 m "b" kN C G K 3 m "c" kN B J F 4.5 m E I 5 m 4 m

Q: shearing stress in the pin at B and the axi t C are limited to 4040 psi and 5050 psi, r

A: The mechanics deals with the application of forces and reaction forces that are developed in the…

Q: = 23.2 kN, b = 37.5 kN, c = 4.1 m, d = 4,9 m, e = 4,6 m a kN cm - kN B H dm TTTT em e m em FIGURE 1

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Q: CLO 1: Use G = 11.6 x 10 ksi for the circular shafts. Determine the %3D maximum torsional shear…

A: Option 8.16 is correct one for first image and explaination in below image

Q: 3. A steel welded box girder having the dimensions shown in the figure transmits a vertical shear…

A: Given data:- Shear force, V=1500 kN Moment of inertia of section, I=15×109 mm4

Q: er must exert a force of P 3800 lbs at B as shown. The lever lengths are a= 11.5 in. ar or the lever…

A: Section modulus is z=Mσz=31734.518 lb-in10500 psiz=3.0223in3

Q: For the frame below, F = 9.2 kips, a = 6 ft, b = 5 ft, and c = 3 ft. Determine the magnitude of the…

A: Given: The value of F is 9.2 kips. The value of a is 6 ft. The value of b is 5 ft. The value of c is…

Q: The following rigid structure ABCD is supported by a hinge at B and two bars at C and D. The applied…

A: Detailed step by step solution is given below, still if you have any query please feel free to…

Q: Consider a 304.8mm section of a single-riveted lap joint made up with plates of 6.35mm thickness and…

A: The given data is as follows: Width of plate=304.8 mmThickness of each plate=6.35 mmNumber of…

Q: What is the location of zero shear from A in meters? Given: w = 43, a 3, b = 4, and c 2. w kN/m a m…

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Q: La=zin J,O. 20in 3in N.A. 7nips 0,25 0.25 8 in

A: The above diagram can be shown as

Q: Can you explain in detal why the moment about x is -0.450(150)? from my point of view it should be…

A: See the explanation given below. Explanation:Step 1: Step 2: Step 3: Step 4:

Q: Find the diameter of the shaft required to transmit 60 kW at 150 rpm if the maximum torque exceeds…

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Q: mess and 6 ri

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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: * the frame below, F = 9.7 kips, a = 6 ft, b = 5 ft, and c= 5ft Determine the magnitude of the…

A: F = 9.7 kips, a = 6 ft, b = 5 ft, and c = 5 ft To find: The magnitude of horizontal force at B

Q: P = 12 KIPS In a section ABC, sufficiently far from the post to remain plane, determine the stress…

A: P = 12 kips 10 in x 10 in column

Q: 1. Three forces are applied to the bar shown. Calculate principal stresses and maximum shearing…

A: Solution:- Given data:- P = 50 kips, Vx = 6 kips Vz = 2 kips MX = (10.5-2)(6) = 51 kips.in MZ =…

Q: Calculate the magnitude of the tension Tand the angle e for which the eye bolt will be under a…

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Q: L - 25 in. - 25 kips For the beam and loading shown, determine:. 5. The shearing stress at point a (…

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Q: The rod shown in the figure is loaded at points A and B. The circular cross section has a diameter…

A: P = Axial compression forceP = 400 KN V = Shear forceV = 20 KNT = Torque = 20*2T = 40 KN-mM =…

Q: A steel shaft with a circular opening on its centroidal axis is 2.54 meters long. It must carry a…

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Q: elow for member forces using any method of your choice..

A: given- a truss carrying a load of 25kn and 30kn at E, 47.4kn at C to find - forces in members

Q: A solid stainless steel [G = 12,500 ksi] shaft that is 30 in. long will be subjected to a pure…

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Q: For the section shown, if d = 200 mm, horizontal shear force = 100 kN to the right and torque = 15…

A: To find out the total shear stress at B.

Q: А B C

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Q: 6. Determine Pand 0 so that the three forces shown are equivalent to the single force Rx = 87.32 kN.…

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Q: culate the shear force in the pin at B in pounds. culate the shear stress in the pin at B in psi.…

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Q: (Place the origin at point A.) Let a=3.25 m, b=4.25 m, P3 = 30KN, and Pc = 100KN. Pc Determine the…

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Q: it is displaced through 0.03 mm. 1-29. A metallic cube of side 5 cm, has its lower surface fixed…

A: Side of cube= 5cm , Area = 5 x 5 = 25cm2 = 0.025m2 , Tangential force = 104kg-wt = 104 x 9.8N ,…

Q: D, 3 Use the diagram shown above. Given • D= 10 ft • D2= 7 ft • D3=4 ft • W - 500 #/ft Solve for the…

A: Figure is as shown

Q: The member of the structure weights 200 lb/ft. Determine the smallest diameter pin inches that can…

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Q: Determine the reactions at the fixed support A, rocker C, rocker E and pins B and D. 27.4 32.6 23.4…

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Q: A solid stainless steel [G= 12,500 ksi] shaft that is 30 in. long will be subjected to a pure torque…

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Q: USE FORCE METHOD. Treating force member AC as redundant, what are the force members AB & AD,…

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Q: For the beam and loading shown, determine the largest shearing stress in section n-n. Take P= 214…

A: Vmax=RARA=2P2=P=214kNso,Centroid:y=(75×150)(50+75)+(225×50)(25)(75×150)+(225×50)=75mm

Q: 16 KN/m 10 KN/m B E 4m 1.35m 3.15m 1.5m 210mm 180mm 12mm 9mm 180mm 210mm 238 mm 90mm

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Q: For the frame below, F = 9.9 kips, a = 3 ft, b = 5 ft, and c = 3 ft. Determine the magnitude of the…

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Q: 8.005 in. A wide flange section is used as a beam. The vertical shear is predetermined to be 16…

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Q: A force P of magnitude 1,100 N is applied to the pedal shown satisfies a shearing stress in the pin…

A: Applied force P = 1100 N Shear Stress in the pin = 42 MPa We have to determine the followings:…

Q: Zm 2m 1.5m 2m D B2 2m C. V3 kN V8 kN What is the force in BC in kN? Round off to two decimal places.…

A: Calculate force in member BC

Q: If the wide flange is subjected to a shear force of V = 30 kN, Draw the shear stress distribution in…

A: The maximum shear stress is the maximum concentrated shear force in a small area. The neutral axis…

Q: A cantilever beam AB, loaded by a uniform load (see figure), is applied on a channel section. If the…

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Q: 2. Calculate the internal force in members DE and EH.

A: The internal forces in members DE and EH have to be determined

System of Forces

A force is an external influence or agent that changes the state of a system. According to Newton's second law, the force applied to a body is proportional to the change in momentum of a body. Hence, whenever a force is applied to a body, its momentum changes. If the body is at rest, under the action of force, its state of rest changes to motion. In other words, the magnitude of the momentum of the body changes from zero to a measurable value. Similarly, if the body possesses some initial velocity, it has some associated momentum, the effect of force can cause the body to halt or come to rest, that is, the momentum reduces to zero.