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524 Terms

1
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What 3 constitutes a failure?

Excessive elastic deformation, Excessive plastic deformation (Yielding), Fracture

2
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Name 3 types of Fracture

Sudden Brittle Fracture, Fatigue, Delayed Fracture (Stress Rupture)

3
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What leads to better MACROSCOPIC design?

Better MICROSCOPIC understanding of materials

4
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Name 3 types of material loading?

Compression, Tension, Shear

5
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Name 3 important properties about metals that make them useful in the engineering world

High strength, Ability to be worked, Durable

6
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How do metals get their distinctive properties?

From their microstructure and bonding

7
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Describe the crystal structure of Metals

Atoms sit in regular positions and deform along preferred planes (Close packed)

8
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What is Strength?

Ability to withstand stress

9
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How do you calculate Strain?

Elongation / Original Length

10
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What is the purpose of tensile testing?

Used to determine material properties such as yield, UTS, elongation.

11
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Describe the process of tensile testing

The specimen piece is inserted in the rig with holding grips at each side. Rig then extends and applies tension on the piece whilst measuring force. Force is increased until material failure.

12
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How do you calculate engineering stress?

Force / Area (1 MPa = 1 N/mm^2)

13
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Definition of Engineering Stress

Instantaneous loading divided by the cross sectional area

14
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Definition of Engineering Strain

Engineering strain is defined as the change in gauge length in the direction of applied stress divided by the original gauge length

15
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How do you calculate Engineering strain

Change in length / Original Length

16
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What is the Yield Point?

Point where stress is no longer proportional to the strain

17
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What is Yielding

A material transitions from elastic to plastic, where permanent damage is done (Material does not return to original shape). Material bonds are broken.

18
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What is Ultimate Tensile Strength?

UTS is the maximum stress on the curve of a Tensile Plot

19
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What does UTS indicate?

Any further stress applied will cause the material to fail

20
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Name 4 material properties obtained from a tensile test

Stiffness (Young's/Elastic Modulus), Yield Stress, UTS, Ductility

21
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How do you find Yield Stress on a Tensile Plot

Stress found at 0.2% from linear relation

22
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What is Poissons Ratio?

Ratio between transverse contraction strain to longitudinal extension strain in direction of stretching force

23
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How do you calculate Poissons Ratio?

- Lateral Strain / Axial Strain

24
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What is Hooke's Law?

Measurement of Stiffness, where strain and stress are proportional

25
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How do you calculate Young's Modulus?

Stress / Strain

26
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What is the definition for Stiffness?

<div>Measure of a load required to induce a certain deformation where as strength is a materials resilience to fracture&nbsp;</div>

27
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What is the definition of Hardness?

Measure of its resistance to penetration by an indenter

28
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Name some types of Hardness tests

Mohs, Rockwell, Vickers, Brinell

29
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How does hardness testing work?

Indenter is pushed against the material surface at a set force. Larger indents indicate softer materials.

30
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Relation between Yield Strength and Hardness level?

Yield Strength is approximately 1/3 of the Hardness level

31
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What is the definition of Toughness?

Measure of material's ability to absorb energy, shows if a material will fracture in a brittle or ductile manner

32
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What factors affect Toughness?

Geometry and Temperature

33
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Name and describe methods of Toughness testing

Charpy and Izod. Notched sample of material is subjected to impact with break force measured.

34
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What property is deformation measured by?

Strain

35
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How does Strain accumulate?

Accumulates under the application of stress

36
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In what direction does stress act?

Axial and Shear

37
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How do you calculate Shear Stress?

Tau = F / A0

38
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What does Hooke's Law relation look like for metals

<div>For most metals that are stressed in tension and at relatively low levels, stress and strain are proportional to each other</div>

39
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Formula for Shear Modulus

Shear Stress / Shear Strain

40
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What 3 factors affect Elastic Modulus in metals?

Temperature, Alloying Elements, Anisotropy/Loading Direction

41
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How does temperature affect Elastic modulus in Metals

Increased temperature increases inter atomic spacing reduces the binding force between atoms, thus modulus decreases

42
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How does Alloying Elements affect Elastic modulus in Metals

Large poorly fitting substitutional elements stretch bonds and hence reduces modulus. Smaller solute solvent elements contract bonds and hence increase modulus.

43
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How does Anisotropy affect Elastic modulus in Metals

<div>Different crystallographic directions have different bond radii and different combinations of&nbsp;</div><div>tensile and shear components. Hence different loading direction relative to these directions&nbsp;</div><div>produce can have different moduli.</div>

44
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What is Work/Strain Hardening?

Within the stress strain curve region, between yield stress and UTS, the occurrence of increasing strength with deformation

45
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What does the Yield point signify?

It is the point where a material turns from elastic deformation to plastic deformation. Further stress will break bonds permanently, thus permanently deforming the material. Stress Stain is not longer proportional from this point

46
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Explain the elastic behaviour of a material at the microscopic level

Response depends on type and strength of atomic bonds. Removing loads causes bonds to spring back to original shape, no permanent deformation. Loading beyond yield point causes permanent deformation. Some of the bonds are now broken in crystal structure.

47
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What is slip?

It is how plastic deformation occurs. It is the shearing of one part of a crystal over another in crystalline solids. Slip occurs on a slip plane and the direction in which slip occurs is called slip direction.

48
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Describe the components of a slip system

Slip system is a combination of slip plane and slip direction

49
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What conditions does slip occur in

Slip always occurs under the action of shear stress. Slip occurs on a planes of closest atomic packing and in direction of closest atomic packing.

50
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What are crystals

They are 3D arrangements of atoms. Most basic visualisation is unit cell, others include BCC, FCC, HCP.

51
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How do you use Callister Vectors to describe crystallographic directions

[xyz] Connect dots of each point to describe plane

52
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Describe the preferred slip system for a FCC structure

Most closely packed slip plane is {111}. Slip occurs along &lt;110&gt; directions within {111}. Total of 12 slip systems.

53
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Explain the 4 types of describing directions using Miller notation

(Indicate Plane) {Indicate group of planes} [Indicate direction] &lt;Indicate group of directions&gt;

54
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When does slip occur in metals?

<div>Slip will initiate when the resolved shear stress, which is created by the applied load, is sufficient to cause dislocation motion.&nbsp;</div>

55
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What is a grain?

<div>A region of material where all the atoms lie in the same lattice structure and are arranged in the same orientation</div>

56
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Describe the link between the grain and likely slip

<div>Each grain will contain various slip systems and these will in turn vary in orientation from grain to grain. Slip likely to occur first on the plane under greatest shear stress</div>

57
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What is the formula for resolved shear stress?

Tau = (F sin theta)/(A / Cos theta) = Stress sin theta * cos theta

58
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When is resolved shear stress at a maximum

It is at a maximum at + - 45 degrees

59
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Name a condition where resolved shear stress is zero

Tension axis is normal to the slip plane or if it is parallel to the slip plane. This is as no shear stress is acting on those planes. Crystals orientated in this manner fracture rather than slip.

60
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In what direction will slip take place

Will take place on slip plane nearest 45 degrees to the applied stress. In polycrystalline materials, slip path will be on average 45 degrees, zig zags through metal

61
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What is the Schmid Factor, m, equal to?

Stress Cos lambda Cod phi

62
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Describe Schmid's Law

<div>The value of τ Rss at which slip occurs in a given material with&nbsp;</div><div>specified dislocation density and purity is a constant, known as&nbsp;</div><div>the critical resolved shear stress τ C</div>

63
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What is Tau RSS equal to?

Resolved force acting on a slip plane divided by area of the slip plane equals = (F Cos lambda)/(A / Cos phi) = Stress Cos lambda Cos phi = Stress m

64
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How does resolved shear stress change with tensile load?

<div>As the tensile load is increased, the resolved shear stress on each system increases until eventually τC is reached on one of the slip systems</div>

65
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What is the primary slip system?

The 1st orientation that plastically deforms

66
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What is the yield stress of a single crystal?

The stress required to cause slip on the primary slip system

67
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What happens to Tau C when the load is increased?

Tau C may be reached on other slip systems, causing them to start operating

68
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What is the max value for Schmid Factor?

0.5

69
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How is yield stress related to Tau C?

Yield Stress = Tau C / m (Schmid Factor)

70
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How does Schmid factor relate to Yield?

High Schmid Factor = Low Yield

71
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What do grains with high schmid factor exhibit?

Resolved shear stress exceeds the critical resolved shear stress, RSS = CRSS

72
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How does purity affect Tau CRSS?

Higher purity reduces CRSS

73
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How can you see slip lines on a material?

Use a microscope, darker lines present slip lines of crystals

74
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How does slip vary from grain to grain?

Slip lines may vary in direction in between grains as each slip line is in direction of highest shear stress. This is due to different slip systems.

75
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What is a polycrystalline material?

It is a material that is stronger than single crystal due to constraints imposed by the multi oriented grains.&nbsp;

76
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Why is a polycrystalline material stronger than a single crystal, explain slip in both.

For a single grain to slip, the adjacent less favourable grain must be able to slip. This means a polycrystalline requires a higher stress in order to be deformed.&nbsp;

77
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Describe slip in a perfect crystal.

<div>Plastic deformation usually occurs by atomic planes sliding over each other, under the influence of shear stresses. When a normal stress is applied, shear stresses are generated on planes inclined at an angle to the stress axis</div>

78
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How do you calculate the theoretical maximum shear stress?

Tau max = G / 2 * pi

79
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What are the key differences between experimental and theoretical maximum shear stress?

Theoretical assumes atoms on slip plane move together at same time (Slip Model). This is not true for experimental maximum shear stress, which is always significantly lower.

80
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Describe the movement of atoms in perfect plastic deformation / Theoretical maximum resolved shear stress?

Plastic deformation for this is high as previously discussed due to the fact this requires perfect deformation of a complete layer of atoms, which requires a lot of energy

81
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Describe the key points for the correct model for plastic deformation

Slip must start from localised region and then extend over the plane. This reduces the number of bonds broken/shifted at one time. This is analogous to a wave of breaks rather than one continuous break. This in turn requires less energy than theorised.

82
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What two things does plastic deformation utilise in order to create bond breakages?

It uses crystal imperfections, the two notable dislocations being Edge &amp; Screw

83
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Explain in simple terms what a dislocation is

A dislocation is a crystallographic defect / irregularity within the crystal structure of a material. It explains why materials theoretical strength is lower than experimental. It is a region of localised lattice disturbance separating slipped and unslipped regions.&nbsp;

84
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What 3 factors do dislocations strongly influence?

Plastic deformation, Electrical conductivity, Crystal growth<div><br></div>

85
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Name 3 sources of dislocations in Metals

Solidifications, Cold Working, Applied Stress

86
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What type of treatment can be used to reduce the number of dislocations?

Heat treatment<div><br></div>

87
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How do dislocations change the internal energy of a system

**Thermodynamics - Increases the internal energy

88
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What are edge dislocations?

They are extra planes of atoms inserted in the crystal lattice. It causes a region of distortion with a dislocation line. It allows the dislocation to move easily. The dislocation line here represents the boundary between slipped and unslipped material

89
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What is a Burger Vector?

Slip is produced when one dislocation moves through the crystal structure. A Burgers Vector is the shear displacement associated with each dislocation. It denotes the direction and magnitude of the atomic displacement that occurs when the dislocation moves.

90
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What is the difference between positive and negative edge dislocations?

Positive - 1/2 plane above slip plane. Negative - 1/2 plane below slip plane.&nbsp;

91
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What happens with BOTH a positive and negative Burgers Vector?

-b + b = 0, they annihilate each other and create a perfect lattice

92
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Describe the direction of motion with an edge dislocation

Edge dislocation moves perpendicular to extra plane. In turn produces slip perpendicular to the dislocation line. Moves in response to shear stress perpendicular to the dislocation line.

93
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What is the definition and overall effect of a screw dislocation?

A screw dislocation does not have any extra planes, rather it generates a slip parallel to the dislocation line. Moves in response to shear stress parallel to the dislocation line. Crystal only distorts close to dislocation line, which moves to produce the required slip.&nbsp;

94
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Describe a block diagram for a screw dislocation

There is no extra lattice. One side of the dislocation line is completely shifted to one side either LHS or RHS. There is a clear helical atomic displacement around the dislocation line. Dislocation direction is perpendicular to the direction of shear.&nbsp;

95
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Describe a Burgers Circuit for a Screw Dislocation

Tracing a square around the point of dislocation on the plane perpendicular to shear, produces a box with a gap on the distorted line. This line represents the Burger vector, going from the inside to the outer edge.

96
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Briefly describe what mixed dislocations are

Combination of edge and screw dislocations, result of slip extending over large curved areas. They are made of tiny alternating edge and screw dislocations extending throughout the slip line. Dislocation line is angled to Burgers Vector, not parallel or perpendicular.&nbsp;

97
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What is the definition of a mixed dislocation in terms of Burgers Vectors.

It is a dislocation where the Burgers Vector is inclined to the dislocation line. This vector can be split into components representing edge and screw dislocations.

98
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Explain the term dislocation loop

Dislocation must be a closed loop by definition. Majority of this loop will be mixed with small straight sections (Edge/Screw). The opposites of the loop have opposite polarity. Similarly one side will be LHS and the other RHS.

99
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How do you calculate internal energy for Screw Dislocations?

Us = G * b^2 (G - Shear Modulus, b - Burgers Vector)

100
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How do you calculate internal energy for Edge Dislocation?

Ue = (G * b^2) / (1-v) (G - Shear Modulus, b - Burgers Vector, v - Poissons ratio)