I need help solving the Mohr's circle for strain finding Point A, the center (C) and the radius (R). The state of strain at the point on the spanner wrench has components of€x = −260 (10–6), €y = 320 (10−6), Yxy = 180 (10–6). (Figure 1)Figure-350 -300 250 -200A-(-260,90)-200R=9.48-250-200+-150-100-150 -100 -50-5050+100+150C (30,0)200+250900507/2, 10-6100150 200250300, 10-6350

Answered: I need help solving the Mohr's circle…

Engineering

Mechanical Engineering

I need help solving the Mohr's circle for strain finding Point A, the center (C) and the radius (R

Mechanics of Materials (MindTap Course List)

9th Edition

ISBN:9781337093347

Author:Barry J. Goodno, James M. Gere

Publisher:Barry J. Goodno, James M. Gere

Chapter7: Analysis Of Stress And Strain

Section: Chapter Questions

Problem 7.7.6P

See similar textbooks

Related questions

Q: For the three stress states given, find all principal normal stresses using the eigenvalue method.…

A: In eigenvalue approach, the eigenvalue represents the principal normal stresses and eigenvectors…

Q: A uniform plate with a side 2b, is suspended in a hinge as shown in the figure. For small…

A: Draw the free-body diagram of plate after displacing θ in counter-clockwise direction.

Q: If the long axis of ellipsoid makes 300 with horizontal plane and principal strain axes ratio is…

A: Like pressure investigation at a point, strain can likewise be turned to various bearings and…

Q: Write the equation of Mohr’s circle for strain?

A: Mohr's circle is not essentially a newly derived formula, but just a new way to envision the…

Q: The Center point co-ordinates of the Mohr's circle is: (Use comma between x and y co-ordinates, Do…

Q: 240 0 - 30 MPa

A: given: σx=240σy=-30σz=0 since σz = 0, so it is not a 3d stress, it is a case of planar stress τall…

Q: A force P is applied to ring A connecting the two wires together. As a result, point A is displaced…

Q: g x direction. The initial strain along y direction. The initial strain in z direction Additional…

A: Rectangular steel block Lx = 3 inchLy = 2 inchLz = 4 inch Fx = + 30 kipsFy = -60 kipsFz = 54 kips

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

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: The below-given figure is an example of strain energy. Select one: O True O False

Q: The state of strain in a plane element is Ex = -300 x 10-6 , Ey= 450 x 10-6, and Yxy = 275 x 10-6.…

Q: For the following Mohr's circle: can we find the normal stress in X, the normal stress in Y and the…

Q: The figure below shows a hollow circular beam with an outside diameter of 150 mm and a wall…

Q: Mohr's circle for an element is shown below. If each grid is 15 MPa then the maximum shear stress…

A: Mohr's circle is a two-dimensional graphical depiction of the Cauchy stress tensor transformation…

Q: 2. At a point in a brocket, the stresses on two mutually perpendicular planes are 180 MN/m?…

Q: please step by step solve this simple algebra. it s part of a stress and elasticity problem

A: 1.

Q: Problem 2 refers to the following: a load P is applied to the cantilever beam shown which causes it…

A: (a) Draw the given diagram of the cantilever beam.

Q: stress element x=21Mpa, y=11Mpa, xy=8, angle=50 degrees using the arithmetic method and Moore's…

Q: The figure below shows a hollow circular beam with an outside diameter of 100 mm and a wall…

A: NOTE: According to Bartleyby's policy we shall answer only three sub-parts of a question so kindly…

Q: Find strain

A: Given data : Original length L=100 mm Change in length ∆L=0.15 mm To find : Strain

Q: An 6 mm diameter aluminum rod has lines scribed on it that are exactly 10 cm apart. After a 2.08 kN…

A: Given Data L=30 cm P=2.08 kN D=6 mm

Q: At a point in an elastic material under strain, the stresses on the three mutually perpendicular…

A: Given: Normal tensile and shear stress on one plane are 60 N/mm2 and 40 N/mm2. Normal tensile and…

Q: Unit elongation in three directions at a point a, Since Ꜫa = 120.10-6 Ꜫb = -320.10-6 Ꜫc = 650.10-6,…

A: The strain at C is…

Q: At point O of a part subjected to plane stress made of steel material (E = 210 GPa and v= 0.3) the…

Q: Solve the problem using the stress transformation equations. Suppose that σx= 92 MPa, σy= 46 MPa,…

A: Given:To find:A) Determine the normal stress component acting on the plane AB.B) Determine the shear…

Q: material is subjected to the following strain system,ex=200x10-6, ey=-56x10-6,yxy=230x10-6. Using…

A: TgfffgahHha

Q: The state of stress at a point in a machine component is given by ox = 120 MPa, oy = 55 MPa, Oz =…

A: given; σx=120MPaσy=55MPaaσZ=-85MPaσxy=-55MPaσxz=-75MPaσyz=33MPa

Q: The isotropic material is subjected to the stress as shown in the figure and has elastic behavior.…

A: Given that, σxx=1 MPa,σyy=2 MPa,σzz=-3 MPa,τxy=0,τyz=0,τzx=1 MPa, Writing the formula for…

Q: solve first one only and use b h and x to find the strain

A: The image doesn't provide enough info to find strain. We can calculate it with the formula ε = ΔL /…

Question

I need help solving the Mohr's circle for strain finding Point A, the center (C) and the radius (R).

The state of strain at the point on the spanner wrench has components of
€x = −260 (10–6), €y = 320 (10−6), Yxy = 180 (10–6). (Figure 1)
Figure
-350 -300 250 -200
A-(-260,90)
-200
R=9.48
-250
-200+
-150
-100
-150 -100 -50
-50
50+
100+
150
C (30,0)
200+
250
900
50
7/2, 10-6
100
150 200
250
300
, 10-6
350

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1: Given

VIEW

Step 2: Calculation of center and radius of mohr's circle

VIEW

Step 3: Calculation of location of point A

VIEW

Solution

VIEW

Step by step

Solved in 4 steps with 9 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, mechanical-engineering and related others by exploring similar questions and additional content below.

Similar questions

The state of strain at a point on the pin leaf has components €z =200 (10−6), €y = 180 (10-6), Yzy=−300 (10–6). Use the Mohr's circle to determine the equivalent in-plane strains on an element oriented at an angle of 0 = 30° clockwise from the original position. (Figure 1) Figure 1 of 1 > Part B Select the points that represent the strain on the inclined element. Select point P on Mohr's circle that represents and Ya'y' /2 for the given state of plane strain for the element and point Q that represen Ey!. 4 + 0 No elements selected -400 -300 -200 -100 -300 -200- -100- 100- 200- 300- + y/2, 10-6 R=150.33 100 8 C (190,0) I 1200 I I T I I P A (200,-150) i 300 E, 10-6 400
The state of strain at a point on the bracket has components of Px = 150(10-6), Py = 200(10-6), gxy = -700(10-6). Use the strain transformation equations and determine the equivalent in-plane strains on an element oriented at an angle of u = 60° counterclockwise from the original position. Sketch the deformed element within the x–y plane due to these strains.
The state of plane strain on an element has components €z = -340(10 6), Ey = 0, and Yzy = 130(10 ®). (Figure 1)
The state of strain at the point on the bracket has components Px = 350(10-6), Py = -860(10-6),gxy = 250(10-6). Use the strain transformation equations to determine the equivalent in-plane strains on an element oriented at an angle of u = 45° clockwise from the original position. Sketch the deformed element within the x–y plane due to these strains.
1
Parts A B C shown in pictures
The state of a plane strain at a point has the components &x 500 (10-5), ɛy = 250 (10-6) and Yxy = 200 (10-6). Determine the principal strains and the maximum in plane shear strain. Select one: E1 = 535 (10 ), e2 = -215 (10-) and ymax in-plane = -320 (10 ). %3D = 535 (10-), E = 215 (10) and ymax in-plane = 160 (10). E = 535 (10), ɛ2 = -215 (10°) and ymax in-plane = 320 (10). E = 535 (10-), 82 = 215 (10) and ymax in-plane = 320 (10). E1 = -535 (10) E2 = -215 (10) and ymax in-pare = -320 (10°).
The state of plane strain on an element has components of € = 500(10-6), Ey = 300(10-6), and Yzy = -200(10-6). (Figure 1) Figure Gdyt dy Yay 2 y 2 dx ** Part A Determine the equivalent state of strain on an element at the same point oriented 45° clockwise with respect to the original element. Enter your answers to three significant figures separated by commas. Er', Ey', Yr'y' = Submit Provide Feedback VE ΑΣΦ Request Answer ↓↑ vec **** ? Next >
Solve this problem using Mohr's circle technique.
could you solve this using the mohr circle method ?
What is the true option
The state of a plane strain at a point has the components Ex = 400 (10 ), Ey = 200 (10 ) and yxy = 400 (10-6). Determine the principal strains and the maximum in plane shear strain. Select one: & =524 (10-6), ɛ2 = -76.4 (106) and ymax in-plane = 223 (10 ). E =524 (10-6), E2 = -76.4 (10-) and ymax in-plane = 447 (10-). E =524 (10 E2 = 76.4 (10-) and ymax in-plane = 223 (10-). %3D E1 = 524 (10-), E2 = 76.4 (10-) and ymax in-plane = 447 (10-). E=-76.4 (10), E2 = -524 (10-6) and ymax in-p ane = 447 (10-6).