Crack Nucleation in Solid Mechanics: Fatigue & Creep Loading

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    Crack Nucleation
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Discussion Overview

The discussion centers on the concept of 'crack nucleation' in solid mechanics, particularly its relationship to fatigue and creep loading. Participants explore the mechanisms behind dislocation formation and the role of crystal planes in this context.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification

Main Points Raised

  • Some participants define crack nucleation as the process where dislocations accumulate to allow separation of crystal planes.
  • Questions arise regarding the causes of dislocations, with one participant seeking clarification on what is meant by crystal planes.
  • Crystal planes are described as the ordered arrays of atoms in the grains of polycrystalline solids, with various types of crystal structures mentioned.
  • Dislocations are characterized as imperfections in crystal planes, with different types identified, including point dislocations and screw dislocations.
  • It is suggested that dislocations occur due to the presence of different atom sizes in alloys and misalignment of grains in polycrystalline materials, particularly under stress.
  • One participant introduces the concept of stress concentrations as a general cause of dislocations, highlighting the impact of geometrical discontinuities, such as sharp corners, on stress distribution.

Areas of Agreement / Disagreement

Participants express varying levels of understanding regarding the mechanisms of crack nucleation and dislocation formation, with no consensus reached on the underlying causes or definitions.

Contextual Notes

The discussion includes various assumptions about material properties and the effects of stress, which remain unresolved. The definitions and implications of terms like 'crystal planes' and 'dislocations' are also subject to interpretation.

Who May Find This Useful

This discussion may be of interest to students and professionals in solid mechanics, materials science, and engineering, particularly those exploring the behavior of materials under fatigue and creep loading conditions.

sara_87
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In Solid Mechanics, what is 'crack nucleation'??
and how does this relate to fatigue and creep loading?
thanks
 
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sara_87 said:
In Solid Mechanics, what is 'crack nucleation'??
and how does this relate to fatigue and creep loading?
thanks
Crack nucleation would be the initial process whereby sufficient quntity of dislocations would accumulate to allow a separation of crystal planes.
 
why do the dislocations happen in the first place, i mean what causes it.
what do you mean by crystal planes?
 
sara_87 said:
why do the dislocations happen in the first place, i mean what causes it.
what do you mean by crystal planes?
The crystal planes are the planes of atoms in the grains (assuming polycrystalline solid) of metal (alloy) which form a regularly ordered array of atoms. Examples of crystal (lattice) structure are simple cubic, body-centered cubic, face centered-cubic, hexagonal (close-packed), triclinic, monoclinic, orthorhombic, rhombohedral, and tetragonal.

Dislocations are imperfections in the crystal planes such that atoms of one plane are slightly mismatched in relation to the adjacent plane(s). There are point dislocations, lines of dislocations and screw type dislocations. These happen because metals are not pure, atoms of different elements (in alloys or compounds) have different sizes, and in polycrystalline material, the grains do not align perfectly and thus have mis-matched surfaces that can generated dislocations when the material is stress. Cold working produces dislocations which more from the grain boundaries to the interior of crystals, and at high levels of cold work, dislocations can form channels such that when the material is annealed, new grain boundaries form.
 
"i mean what causes it."

In a general Engineering context, my answer would be "stress concentrations": an applied load that is within a material's stress limits until a geometrical discontinuity is encountered.

One classic case is a sharp inside corner. Just a little bit of radius on that corner makes a big difference. A larger radius removes the stress concentration by allowing the principal stress to be gradually reoriented.
 

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