Yxy dy T Yxy - E;dx xp-

Q: Consider an elastic straight beam of length L = 10n m, with square cross-section of side a = 5 mm,…

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Q: The cross section of a beam made to carry vertical transverse loads is shown. Which pair of elements…

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Q: 2= The deformations of a body are presented as follows. Find the Cauchy strain tensor [Cij] and…

A: Given data:- Expression for x1, x2 & x3; x1=2t-1X1+αX3+X1x2=X32t-2-t+X2x3=X3 Value of t is 1…

Q: Determine the equivalent state of stress on an element at the same point oriented 0 = 40° clockwise…

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Q: The thin bar is subjected to an increase in temperature along its axis. Determine the end B of the…

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Q: A=(5i–6j–k)m B=(-5i+8j+6k)m

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Q: After being rotated through an angle 0, the stress elements σx and Tx'y' can be calculated by the…

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Q: All of the statements are correct except When a body is loaded in three axes, the total deformation…

A: Statement 1 --true Statement 2 ---true STATEMENT 3 --- TRUE STATEMENT 4---false Its is the…

Q: The strain components εx, εy, and γxy are given for a point in a body subjected to plane strain.…

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Q: 5. Solve the following problem Use stress transformation formulas and Mohr's circle • to determine…

A: Step 1: Step 2: Step 3: Step 4:

Q: normal stresses of 0 and 10 MPa (T)

A: Given:A rod element is oriented orthogonally to the horizontal and verticalσx=0 MPaσy=10 MPaτxy= 6…

Q: An element in biaxial stress is subjected to stresses o, = -60 MPa and oy = 18 MPa, as shown in the…

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Q: Stress is the intensity of internal force. A) True B) False

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Q: Example 2: Rigid rod supported by BDE, AB and CD. AB is made of aluminum (E = 70 GPa) and its area…

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Q: The state of plane strain on the element is P x = -300(10-6), P y = 0, and gxy = 150(10-6).…

A: (a) The x component of the strain is ϵx = -300 x 10-6 The y component of the strain is ϵx = 0 The…

Q: PROBLEM 10-n GIVEN: THE STATE OF STRAIN AT THE POINT ON THE PIN LEAF HAS COMPONENTS OF = 200(106), y…

A: εx=200×10-6 εy=180×10-6 γxy=-300×10-6 θ=-30o counter clock wise

Q: 1. Given stress on an element as shown. a) Using both Analytical method and Graphical method…

A: a) Analytical Method i) σ1 , σ3 σx = - 75 MPa σy = 40 MPa τxy = 20 MPa σ1,3=σx + σy2 ± (σx - σy2)2 +…

Q: A bar in the shape of a solid truncated cone of circular cross-section is situated between two rigid…

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Q: Using finite element find :1.reaction and stress in all member | 文文 6m 6m 15.0 E-200 GPa D=0.05 m…

A: P=10kNThe diameter of the bar =0.05mE= 200 GP a.To find reaction forces and stresses in all members.

Q: Consider a solid shaft is carrying a torque T and an axial load P as shown in Figure 1) Calculate…

A: radius R=20 cm    and diameter  d=40 cm 400 mmcross section  area   A=π4×4002=0.1256m2 Normal force…

Q: 160 MPa 120 MPa

A: Solution:- Major principal stress, σ1=σx+σy2+σx-σy22+τxy2     =σx2+-σy22+τxy2     =1602+-16022+1202…

Q: 3. The plane stress is shown on the element. Use Mohr's circle. 1) Determine the principal stresses…

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Q: What is meant by strain transformation? Describe two procedures for obtaining stress form Mohr’s…

A: Strain transformation equations are given as : This is similar to stress transformation equations,…

Q: 85 In a pure shear condition, the maximum value of shear stress is observed to be 20 MPa for an…

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Q: The The state of stress of an element is given as follows. value of normal stress are = 30MPa, σ, =…

A: Given: The value of normal stress, σx=30 MPaσy=-10 MPa. Major principal stress, σ1=50 MPa.

Q: 1. The state of plane stress at a point is represented on the element shown in the figure below.…

A: Given data  Normal stresses Angle of transformation

Q: The change in length of diagonal AB is un

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Q: The cross section of a beam made to carry vertical transverse loads is shown. Which element does NOT…

A: this question is asking about which element of cross  section is not going to take verticle…

Q: The state of strain at the point has components of € = 300 (10-). y = -260 (10-6), and Yzy = 460…

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Q: • Part A- Orientation of the planes of maximum and minimum normal stress A Learning Goal: To…

A: σx=-22Mpaσy=114Mpaτxy=56MpaRadius of the circleR=(σx-σy2)2+τxy2R=(-22-1142)2+562R=88.09…

Q: In the circular section beam given in the figure, The amount of collapse that will occur at point B…

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Q: 7000 e & w 60° 30° 1000 lb 1 1000 lb For the truss shown above, assume that A = 1.50 in 2, E=1.5x…

A: The given figure is shown below:

Q: *F 0.01 in. - Undeformed - Deformed 0.10 in. 0.004 in. FIG. P2.39 0.12 in.

A: Find the shear strain.

Q: Determine the equivalent state of stress on an element at the same point oriented 0 = 40° clockwise…

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