L1: Stress Analysis in Mechanical Design Flashcards

1
Q

What is Torsion

A

Twisting of a bar loaded with moments (torques) that tend to produce rotation about its long axis

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2
Q

How does Torsion occur and why may failure occur

A
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3
Q

Equation for Torque

A
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4
Q

How can you work out the direction of Torque on a shaft

A
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5
Q

What assumptions are made with Torsion of Circular Shafts

A
  • Bar is in pure torsion
  • Small rotations (the length and radius will not change)
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6
Q

How does a Circular Shaft deform when under Torsion

A
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7
Q

What happens in Uniform Torsion

A
  • The internal torque is the same for the whole bar
  • The bar has the same cross-section over the whole length
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8
Q

How can the relation between shear strain and angle of twist be related

A
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8
Q

How can the rate of twist of a bar be found

A
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9
Q

What are the equations for relating Shear Strain and Shear Stress to the radius of the bar

A
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10
Q

What trend does the distribution of shear strain and stress show

A

The distribution of shear strain and shear stress in a section of a solid and a hollow circular bar is such that stress/strain increases from zero at the centre (from minimum at inner radius) to its maximum value at the perimeter.

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11
Q

What is the relation between the rate of twist and the internal torque

A
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12
Q

What is the polar moment of area general equation

A
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13
Q

What is the polar moment of area for a solid circular bar

A
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14
Q

What is the polar moment of area for a hollow circular bar

A
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15
Q

What is the Torsion equation for pure torsion

16
Q

Why are hollow tubes used sometimes as opposed to solid bars as torsional elements

17
Q

Equation for Angle of Twist

18
Q

Equation for Shear Stress for a bar under Torsion

19
Q

Equation for Maximum allowed Shear Stress

20
Q

Maximum allowed angle of twist between the ends