The strain components, ex= 940 micro strain, ey= -360 micro strain and yxy=830micro strain are given for a point in body subjected to plane strain. Determine;  a. Magnitude of the principal strains  b. The direction of the principal strain axes  c. The maximum in-plane shear strain. Confirm your answer by means of Mohr's circle of strain and determine the linear strain on an axis inclined at 20 degrees clockwise to the direction of ey

Q: The strain at point A on the bracket has normal components 350x106 and 1000x10-6 in x and y…

A: =

Q: €1= 0.0004 65° 50° €2 = - 0.0005 65° Ez = 0.0003 %3D

A: A strain rosette is an arrangement of three strain gauges in arbitrary directions. These strain…

Q: A strain gauges system mounted at a point on a structural member that is subjected to a multiaxial…

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Q: Part (b) Calculate (iii) The longitudinal strain, eL (iv) The hoop strain, €Ħ Enter your answers to…

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Q: The state of strain on an element has components Px = -300(10-6), Py = 100(10-6), gxy = 150(10-6).…

A: Given Data: The x component of the normal strain is: εx=-300 X 10-6. The x component of the normal…

Q: 4. Show that Cp = as +45°. principal strain and shear strain

A: from strain formula's  we need to prove

Q: A strain gauges system mounted at a point on a structural member that is subjected to multiaxial…

A: correct answer is option 4th). For solution refer below images.

Q: The strain components ɛx, Ɛy, and Yxy are given for a point in a body subjected to plane strain.…

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Q: A strain gauge that is attached to the surface of a stressed component gives 3 readings (εa = 310,…

A: A strain gauge  εa=310εb=150εc=-300θ=60o construct a Mohr’s StrainCircle. Gauge A is aligned along…

Q: represent this state of strain.

A: given data  Required  Solution Formula used for the calculation of strain

Q: Q5) A material is subjected to two mutually perpendicular linear strains together with a shear…

A: For the solution refer below images.

Q: p(x + y) px 2pz is a constant. For what value of p is compatibility satisfied (click all that…

A: To find:- Value of p

Q: Question 1 The 60° strain rosette is mounted on a beam structure at point A as shown in Figure 1.…

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Q: 1. Find the relationships between strain components in the polar coordinate and strain components in…

A: To find the relationships between strain components in the polar coordinate and strain components in…

Q: For the given plane strain state, use Mohr's circle to determine the strain state associated with…

A: Write the given data. εx=-500εy=250γxy=120θ=-15°

Q: a. Normal strain and shear strain components, Ex, Ey, &z and Yxy. b. Magnitude and orientation of…

A: Given Data: v=0.3E=200 GPaε1=-75×10-6ε2=300×10-6ε3=250×10-6   To Find:

Q: The strain components sx Ey, and yxy are given for a point in a body subjected to plane strain.…

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Q: 1. The state of plain strain at a point in a body is given by = 800 x 10-6, y = 200 x 10-6, and yxy…

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Q: Question 3 An element material in plane strain undergoes the following strains: ε- 400μ, Eν = 220μ,…

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Q: The minimum principal strain is:

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Q: The strain components , Ey, and y,xy are given for a point in a body subjected to plane strain.…

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Q: Plate 30m V, Rx= Given z Rx = 890 Y %3D water

A: Given that, Rx=890 N,head of water, h=30 m,θ=90°ηt=90 % v=2ghv=2×9.81×30v=24.261 m/sec The…

Q: Required information Consider the given state of plane strain. Ex =-180µ, Ey=-260µ, Yxy= +295µ Use…

A: Since you have asked multiple questions, only the first question is solved for you. If you want any…

Q: A state of strain at a point is given as: Determine Ex=0.04 Yxy = 0.02 Ey = -0.04 E₂ = 0.08 = 0.06…

A: i. The octahedral normal strain and octahedral shear strain can be calculated as follows: The…

Q: Part B - Principal Strains on the Oriented Element Determine the in-plane principal strains on the…

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Q: The strain at point A on the bracket has normal components 300x106 and 440x106 in x and y…

A: GIven data: The strain along x-axis is εx=300×10-6 The strain along y-axis is εy=440×10-6 The shear…

Q: Q4 A three strain gages have been attached directly to a piston used to raise a medical chair, the…

A: Given dataStrains εa = 80μεb = 60μεc = 20μTo determine the principal strain directions for the given…

Q: The strain components at a point in a body under a state of plane strain are shown in fig. Using…

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Q: The rectangular components of a small strain at a point is given by the following matrix. Determine…

A: Write the strain matrix. ε=εxxεxyεxzεyxεyyεyzεzxεzyεzz

Q: The strain components E, Ey, and Vyare given for a point in a body subjected to plane strain. Using…

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Q: The 3-dimensional state of strain at a material point in x, y, z Q3 coordinates is given by: [8] xx…

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Q: The strain at point A on the bracket has normal components 200x106 and 400x106 in x and y…

A: Option (c) 501.6 is correct option

Q: The strain components for a point in a body subjected to plane strain are ɛx = -460 µɛ, Ey = -990µe…

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Q: The 45° strain rosette is mounted on the surface of a shell. The following readings are obtained for…

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Q: The strain components ɛ, Ey, and yy are given for a point in a body subjected to plane strain. Using…

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Q: A three strain gages have been attached directly to a piston used to raise a medical chair, the…

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Q: A square piece of material is deformed into the dashed position. -15.18 mm В 15.24 mm 15 mm 89.7° A-…

A: Shear strain and average normal strain diagonal AC.

Q: A thin polymer plate PQR is deformed such that corner Q is displaced downward a distance L = 0.10…

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Q: If a rubber material is deformed as shown in the following figure, determine the normal strain along…

A: As,  ∈x=320=0.15&, ∈y=-220=-0.1

Q: E120 = +625 Eo = +950 Ez40 = +300

A: For solution refer below images.

Q: the nodal displacements are For the plane strain elements shown in the Figure given as (4, 4) uj =…

A: Solution: Given Data:

Q: deformed length of the elongated diagonal

A: Given; Rectangular region in a solid is in a state of place strain.(X,Y) coordiantes of the corners…

Q: The strain components ɛx, ɛy, and yxy are given for a point in a body subjected to plane strain.…

A: