Mohr's Circle Flashcards

1
Q

What is the angle (in degrees) between the plane of maximum shear stress and a plane of principal stress?

A

45

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2
Q

On a plane of principal stress the shear stress will always be zero

A

TRUE

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3
Q

What is the angle in degrees between 2 principal stress directions?

A

90

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4
Q

For the applied stress state what is the value of the maximum principal stress?

A

140.6

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5
Q
A

6.5

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6
Q
A

31.7

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7
Q

A thin plate of material is used in an application where it experiences the following stress state (all values in MPa):

σxx = 79, σxy = 95 and σyy = 94

Calculate the maximum principal stress in MPa (give your answer to the nearest whole number).

A

182 +/- 2.5%

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8
Q

A thin plate of material is used in an application where it experiences the following stress state (all values in MPa):

σxx = 43.8, σxy = 33.8 and σyy = 11.3

Calculate the minimum principal stress in MPa (give your answer to 1 decimal place).

A

-9.9 +/- 2.5%

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9
Q

A thin plate of material is used in an application where it experiences the following stress state (all values in MPa):

σxx = 138, σxy = 52 and σyy = 10

Calculate the angle in degrees between the principal stress axes and the axes used to define the stress state. Give your answer to 3 significant figures

A

19.5 +/- 2%

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10
Q

A 0°, 45°, 90° strain rosette placed on a thin plate records the following microstrains 46.8, 17.8, -15.6 during loading. The material of the plate is separately measured to have a yield stress 365 MPa, a Young’s modulus 101 GPa and a Poisson’s ratio 0.347. Use this information to calculate the maximum principal strain. Give your answer in microstrain to 1 decimal place.

A

46.9% +/- 2%

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11
Q

A 0°, 45°, 90° strain rosette placed on a thin plate records the following microstrains 81.3, 8.4, 2.8 during loading. The material of the plate is separately measured to have a yield stress 715 MPa, a Young’s modulus 195 GPa and a Poisson’s ratio 0.255. Use this information to calculate the minimum principal strain. Give your answer in microstrain to 1 decimal place.

A
  • 99.6 +/- 2%
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