The stresses shown on the right below act at a point on the surface of a cantilever beam, as shown on the left. Determine the normal and shear stresses at this point on the inclined plane A-B, by using the stress transformation equations. 70° B 5 ksi -20 ksi

Q: 100 kN and 200 kN to the rectangular column in the figure Two forces act in intensity. A and B…

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Q: Draw the Mohr's Circle of the stress element shown in figure. Find:- 6 MРа A 6 MPa The stresses…

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Q: he forces applied to pulleys are given as shown below. Accordingly, show the stress state at point A…

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Q: The figure shows the stresses at a point. Determine the principal stresses and the maximum shear…

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Q: A force of 120 lb is applied to the edge of the member shown in the figure below. Neglect the weight…

A: given: P=120 lb Solution: Maximum bending moment is given as : Mmax=P×4.5=120×4.5=540 lb-in

Q: In a thin plate, the state of stress prevails according to the figure. Calculate the principal…

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Q: 50 MPa 90 MPa 35 MPа 60 90 MPa 50 MPa 30

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Q: The plate in the figure has cross-sectional area A and is subjected to the axial load P. Determine…

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Q: if the maximum and minimum principal stresses at a point are (27 Mpa) and (5 Mpa) respectively. The…

A: Maximum shear stress is equal to difference of maximum principal stress and minimum principal stress…

Q: Q - The mechanism of bone as a solid rod shown in figure. The diameter is 4 cm and it is subjected…

A: Acting torque on the system = 200 ×0.15 =30 Nm Bending moment at end section = 200 ×0.25 = 50 Nm the…

Q: 1- Find the shear stresses at A and B points when the force V applied to the beam is 20 kN. 200 mm…

A: Given, The width of the I-section, b=125 mm The height of the I-section, h=250+30+30=310 mm The…

Q: A column has a square cross-section that increases by depth from 0.5 m to 1 m. If the column has a…

A: W are to derive the normal stress on section aa

Q: The stress at a certain point is as shown in the figure. If the maximum in-plane shear stress…

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Q: Tsy

A: Given Data⇒ σx=60 MPaσy=50 MPaζxy=50 MPa

Q: The Cartesian components of stress at a point are 0x = 15 Oy = 0₂ = 8, - Txy = 6, Tyz = 4, Txz = 4…

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Q: Complete the Circle of Mohr depicted in the figure.

A: According to the given details in the question.The Mohr Circle is Completed

Q: The state of stress at a point in a member is shown in Figure Q1(a). Determine the stress components…

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Q: Find the normal stress value on the new x-axis obtained by rotating the element with the stress…

A: Write the given data with suitable variables. σx=100 MPaσy=60 MPaζxy=45 MPa

Q: Q1: Determine the maximum tension and compression stresses acting on the beam shown below and draw…

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Q: 800 N D 120 N.m d = 8 cm 600 N Q / If the cross section of the femur can be approximated as a…

A: 1. Stress due to eccentric load of 800N P2 and 800N will create a momentMoment due to this…

Q: In a plane stress condition, the components of stress at point are ox = 20 MPa, ơy = 80 MPa and txy…

A: Given, Stress in x-direction = σx = 20 MPa Stress in y-direction = σy = 80 MPa Sheat stress in…

Q: For the figure shown determine the value of the maximum normal stresses, due to the change of…

A: Calculate the reaction at the left end support as follows, RL=10×250+5050+500+250+50RL=3.53 kN,…

Q: The built-up shaft in figure consists of a pipe AB and a solid rod BC. The pipe has an inner…

A: Given : outer diameter of pipe AB, Do = 28 mm inner diameter of pipe AB, Di = 20 mm diameter of rod…

Q: (7) For the state of plane stress shown in the figure, determine the normal and shear stresses…

A: Given data: The stress in the x-direction is σx=-50 MPa The stress in the y-direction is σy=0 MPa…

Q: he stresses shown below act on horizontal and vertical planes through a point on the urface of a…

A: Part a): From the given data, the stresses in the respective directions are identified as, σx=0σy=-6…

Q: Determine the shear stress in section AB and the angle of torsion of point A in relation to point C.…

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Q: At a point in a component, the state of stress is shown on the element below. Assume that the stress…

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Q: In the figure shown, determine the normal stresses at AD and BC shearing stress at bolt D + ,…

A: Given, tEDC = 10 mmwEDC = 50 mmtAD = tBC = 8 mmwAD= wBC = 36 mmd = 16 mmF = 20 kNLAD = LBC = 0.2 m…

Q: piece of wood, 84 mm by 180 mm, is used as a compression block. The grain of the wood makes a 21.2º…

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Q: When there is a plane stress condition as shown in the figure, display this stress in the form of…

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Q: The tank shown with elliptical cross-section is fabricated from 14 mm steel plate. Determine the…

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Q: find the stresses acting on an element oriented at 30° Clockwise

A: Given: Plane stress conditionσx=σ1=-4740150=-31.6 MPaσy=σ2=-4740100=47.4 MPaAngle of rotation 30°…

Q: σ x and σ y and the shear stress τ xy at the point.

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Q: A strain element is given in the figure. Find the planes in which the normal stresses are equal in…

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Q: The stresses shown on the right below act at a point on the surface of a cantilever beam, as shown…

A: Consider the diagram as shown below for the given system. Given data: σx=−20 ksiτ=−5 ksiθ=90−70=20°

Q: The principal strains at a point on the aluminum surface of a tank are P1 = 630(10-6) and P2 =…

A: The principal strains are P1 = 630 x 10-6 and P2 = 350 x 10-6 as given in the question. It is…

Q: The stresses shown on the right below act at a point on the surface of a cantilever beam, as shown…

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Q: An element in plane stress is subjected to stresses: o, = 85 MPa, o, = -30 MPa, and y = 32MPA, as…

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Q: Determine the nodal displacements and the element stresses. E = 105 GPa, v = 0.3, and t = 5 mm. You…

A: Step 1: Step 2: Step 3: Step 4:

Q: points A, B, and C. The diameter of each segment is indicated in the figure. (Note = 1 kip = 1,000…

A: The normal stress can be calculated as  Normal stress = forceAreaσ=FA Now At point A…

Stress transformation

The term stress indicates the measure of internal forces that develop due to an external force's application on an object. When a specific external force is applied to an object, internal stress generates in the material. The value of stress can obtain by taking the ratio of the externally applied force and cross-sectional area of the object. There are different types of stress depending on the type of external force.