60MM PL 30 мм 30 мм комм 40 MM то

Q: Aluminum Steel L= 0.9 m A = 300 mm? E= 200 x 10° N/m? a = 11.7 µm/(m-°C) L= 1.2 m A = 1200 mm E= 70…

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Q: The bars AB, CD and EF made of material with E=180 GPa and have a cross sectional area of 678 mm2.…

A: P=163N A=678mm2 E=180GPa

Q: Determine the principal stresses, the maximum in-plane shear stress, and average normal stress.…

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Q: "he tensile stress-strain curve of a polymer may be represented by o=a rue stress and e is the…

A: Given: from the stress strain definition we have to remember the concept  concept for stress strain…

Q: 30 mm 80 mm

A: Use Elastic Moment Formula

Q: ults in a differential element at the poin a a 0.5 m

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Q: 3. Determine the principal stress, the maximum in-plane shear stress, and average normal stress.…

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Q: The state of stress at a point is given by 0=x²y² + 30, 0₁y = x² + y² + 15. o = xy²2 + 30, T₁y =…

A: First we summarise the given data : To find : Determine the body force distribution at the point (…

Q: A rigid bar AB is supported by three rods. A load P = 375 kN is applied to the bar. The modulus of…

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Q: The State of stress at a point is shown with respect to the x-y axis. Determine the equivalent state…

A: Given : Determine the equivalent state of stress with respect to x'-y' axis?

Q: A flat bar of a width b = 60 mm and thicknesst = 10 mm is loaded in tension by a force P…

A: (a) Determine the pin diameter dmforwhich the load P is a maximum.(b)Determine the value of maximum…

Q: 2) Find... a) The principal planes b) The principal stresses c) The stress components exerted on the…

A: Givenσx=100Mpaσy=60Mpaτxy=-48MpaRadius of the circleR=(σx-σy2)2+τxy2R=(100-602)2+-482R=52…

Q: 1. Take the micro-body from the self-loading member, and bear the stress on it as shown in Figure a.…

A: Apply equilibrium of wedge

Q: 11 Strength is a physical property.( 12 True 13 False To be safe, strength of material is less th an…

A: Given that:- 11) Strength is a physical property As we know that size, state of matter, colour,…

Q: 3. The stress element is shown in the figure. Determine the equivalent stress according to the third…

A: Solution: Given: σx=40 MPaσy= 40 MPaτxy=60 MPa Equivalent stress according to third and fourth…

Q: Obtain the maximum bending moment Mx that the cross section given below can safely carry. The…

A: Sigma=100MPa

Q: Determine principal stress and maximum shear stress

A: Given data : Normal stress in x direction σX=750 psiNormal stress in Y direction σY=600 psiShear…

Q: - 3 m- ak

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Q: Question 2. Determine the principal stress, the maximum in-plane shear stress, and average normal…

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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: When force P is applied to the rigid arm ABC, point B displaces vertically downward through a…

A: To find the normal strain in wire CD, we need to determine the elongation of wire CD caused by the…

Q: In a structural element, that is in plane stress state, the stress components are: Ox = 52 MPa, Oy =…

A: Given σx= 52MPaσy= -16MPaτxy=- 31Mpa

Q: A state of stress is specified in the figure shown below. Determine the Normal stress (mPa) on the…

A: The normal stress on vertical plane, Px=-63MPaThe normal stress on horizontal plane, Py=-80MPaThe…

Q: The 2D stress at a point is given by the matrix 50 15 Oxx Oxy МРа 15 10 Oxy Oyy The maximum shear…

A: To get maximum shear stress, first we have to calculate major and minor principal stress. Then…

Q: 80.7 MPa В. = 71.15" = -18.85 32.7 MPa 77.5 MPа C. = 67.91* -22.09* 25.5 MPa 84.7 MPa D. = 75.11"

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Q: Poisson's ratio is a ratio of

A: Poisson ratio is denoted by μ When a load body deform under direction of load . The strain produced…

Q: For the state stress shown in figure below, determine the principle stresses and the maximum…

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Q: The stress at a point is shown on the element. Determine (a) principal stress, (b) maximum in-plane…

A: The compressive stress on vertical face, σ=-45MPaThe compressive stress on horizontal face,…

Q: The principal stresses in N/mm² on a rectangular element are shown in the below figure. The…

A: Given, σ1 = 400 N/mm2σ2 =-100N/mm2θ = 30°

Q: Problem 2 4 1 2 in 3 2 3 in 100 psi (a) Compute the unknown nodal displacements. (b) Compute the…

A: A beam element under axial load. The following information is given:Thickness (t) = 0.5 inE = psi…

Q: Determine the state of stress on the The state of stress at a critical section is shown in Fig.…

A: Given :   This is a problem of solid mechanics where we have to find the state of stress on the…

Q: Ultimate strength is the highest ordinate in the tress-strain diagram.

A: Power can be defined as energy divided by time. The unit of power is watt. Power and time are…

Q: The state of stress at a certain point in a stressed body is as shown in the figure. Normal stress…

A: We have to determine the radius of the Mohr circle

Q: The state of strain at the point on the leaf of the caster assembly has components of Ex =…

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Q: Consider the given state of stress. Take A= 16 MPa and B= 48 MPa. B 60 MPa

A: A=16 MPa B=48 MPa τ=60 MPa Formula used to find the principal planes tan2θ=2τA-B Here, θ is the…

Q: Using the force (flexibility/compatibility) method, analyse the structure in the figure below: A ΕΙ…

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Q: Part 2 * Your answer is incorrect. The z-component of momemt M will cause compression at A and B,…

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Q: 9-10 Determine the equivalent state of stress on an element if it is oriented 30° clockwise from the…

A: you can also use σx+σy=σx′+σy′ . if you one of the required stressesif you have any doubts please…

Q: -An element in the beam is subjected to following principal stresses, o, = 40 MPa, o, = -30 MPa, the…

A: Given data : The value of major principal stress σ1=40 MPa The value of minor principal stress…

Q: Two wooden studs with cross-sectional dimensions 45×145 mm2 are glued together to form a beam with a…

A: To sketch the stress distribution, I will provide a graphical representation.

Q: 9. The initially square element of a material is deformed as shown. Determine the shear strain of…

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Q: If the given element is oriented at an angle of 25° with the x-axis, calculate the stresses acting…

A: Given: σx=110 MPaσy=90 MPaτxy=25 MPaθ=30°

Q: 75 MPa 125 MPa 50 MPa

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Methods to Determine Vertical Stress

The load applied to the soil is transferred to the underground. The presence of water at soil pores and solid grains above the soil are the primary components that are responsible for the effective load transfer. Due to the load acting, the internal component of the soil or the underground formations undergoes deformations or a tectonic shift. The amount of deformation depends upon the amount of load acting on the soil surface, which indeed, depends on the weight of everything present above the soil. Due to this, the underground soil element develops internal stresses which try to resist the tectonic changes.