A crane hook has a trapezoidal section at A-A as shown in Figure 2. Find the maximum stress at points P and Q. ^12. 116 VIII 90 kN Section at A-A All dimensions in mm. Figure 2

Q: Bar (1) in Figure PP1.2-6 has a cross-sectional area of 0.75 in.². If the stress in bar (1) must be…

A: The free-body diagram of the forces acting on the bar ABC is given below. From the given data, the…

Q: The cross-sectional area of the figure below is 0.5 in2. If E = 13 x 106 psi, calculate the total…

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Q: Find the normal stress and shear stress in the c-plane for the stressed member shown in the figure.…

A: Given figure    To determine the normal stress and shear stress in the c-plane for the stressed…

Q: iven an element with stresses as indicated in figure below, find the following: a) The maximum and…

A: Given: The shear stress acting on the element = -35 kPa The normal stress along the x-axis = 20 kPa…

Q: 40 MPa 35 MPa -60 MPa Figure 1 Due to the applied loading, the element at one point on the solid…

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Q: For the state of plane stress shown in Figure-1. below; a) Draw Mohr's circle, b) Find the maximum…

A: Given Data: The stress in the x-direction is, σx=-20 MPa. The stress in the y-direction is, σy=90…

Q: Given dĴ 9 D = 400mm T = 300k N'm Inclined plane 0=60 d = 300mm Imax F = 1.5MN 1) Draw a square…

A: “Since you have posted a question with multiple sub parts, we will provide the solution only to the…

Q: can someone explain what is the relation of triangle that make the formula becomes sin quadrat? i…

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Q: below. Find the angle, e corresponding to the neutral axis (NA) of normal stress, o in section a-a…

A: Data given -

Q: An AISI 1020 steel rod 22 feet long is anchored between two rigid supports. At 90 degrees Fahrenheit…

A: For AISI 1020 steel rod, E=29000 ksi=29×106 psi and α=6.5×10-6 in/in.°F. Let Ti be the initial…

Q: A round steel bar with a diameter of 1.500 in is subjected to the axial loads shown. P1 = 95 k, P2 =…

A: According to the given data P1=95kips P2=115kips Diameter = 1.5in For steel E= 29000ksi Length of…

Q: The eyebolt shown in Figure below, the allowable shear stress for the supporting material is Tallow…

A: Given data Allowable shearing strength=48MPa

Q: (1) Given: b₁ B P=28 kN Square Bars b₁ = 57mm Q = 9 kN C b₂ = 19mm (3) Q R = 38kN b3 b3 ↑ D = 38mm R…

A: given; p=28KNQ=9KNR=38KNb1=57mmb2=19mmb3=38mmaxial stress in bar 2 (σ2)=?

Q: 2-29 For the bracket shown in Figure P2-14 and the data in the row(a) assigned from Table P2-3,…

A: The objective of this question is to calculate the von Mises stresses at points A and B for the…

Q: erial when longitudinal strain is 0.12mm/mm and transverse strain is -0.03

A: Given data  Longitudinal strain=0.12mm/mm  Transverse strain=-0.0396mm/mm

Q: Find the minimum principal stress for the stress case given in the figure.

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Q: Question Completion Status: QUESTION 8 Consider the circular bent rod with diameter 20 mm. The…

A: We have to determine shear stress

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: The axial load 229 kN applied to the lap joint is distributed equally among the three…

A: Axial load, P = 229 kN or 229000 N  w = 139.6 mm  t = 29 mm  d = 17.1 mm  Minimum cross sectional…

Q: B 20 mm- 50 mm 20 mm 100 mm 50 mm 100 mm M = 8 kN-m

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Q: 3 please help Provide Free Body Diagram, labeled with appropriate quantities to better understand.…

A: σ1=156.84MPaσ2=33.153MPaandθ=37.98°Explanation:

Q: For the punching operation shown in the figure, compute the shear stress (in GPa) in the material if…

A: GivenP=5500kNt=1.5mm=0.0015md=15mm=0.015mL=20mm=0.020m

Q: a state of stress at a point in a member defined by the element shown in the figure. Find the main…

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Q: Given a stress element in the figure, find the planes in which the normal stresses are equal in…

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Q: Mohr's circle is shown for a point in a physical object that is subjected to plane stress. Each grid…

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Q: The state of stress at a given point is given in the following figure. Use Mohr’s circle to find: a)…

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Q: (1) Given: P=28 kN b₁ B Square Bars b₁ = 57 mm P Q =9 kN (3) Q R = 38 kN b₂ = 19mm b3 ↑ D = 38mm R…

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Q: Given an element with stresses as indicated in figure below, find the following: a) The maximum and…

A: “Since you have posted a question with multiple sub parts, we willprovide the solution only to the…

Q: Mohr's circle is shown for a point in a physical object that is subjected to plane stress. Each grid…

A: To study the given mohr's circle and determine the given stresses.

Q: Question 2 For the stresses of plane stress state is ox = -8 MPa , Oy = 7 MPa and Txy = -6 MPa Draw…

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Q: Onv Problems 9-29 to 9-32 F 9-29 to 9-32 A steel bar of thickness h is welded to a vertical support…

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Q: Determine the smallest allowable cross-sectional areas of each me 400 kN The working stresses are 60…

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Q: (1) Given: b₁ B P=28 kN Square Bars b₁ = 57 mm (2) Q =9 kN b₂ C b₂ = 19mm VIO (3) Q R = 38kN b3 b3 ↑…

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Q: Part A - Construction of Mohr's circle for the state of stress For the element shown, construct…

A: Given Data

Q: A rectangular column (blue color) is fixed to a rigid ground (brown color). As shown in the figure,…

A: aa

Q: The 1x3 piece of lumber shown was manufactured with the grain of the wood aligned at an angle = 10°…

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Q: according to the given and show them on the stress element.

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Q: The stress components acting on an infinitesimal element extracted from a plate subjected to the…

A: From the given figure we can observe that the principal stress formula is given by…

Q: Construct a Mohr circle using below information and label it appropriately. Using Iohr circle, find…

A: givennormal stress in X direction σX=150Mpanormal stress in Y diretion σY=100Mpasheer stress at XY…

Q: The tensile stress in the AB bar is in the BC bar in order for it to be the same as the pressure…

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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.