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PRESENTED BY :
1) ALI SAN IMAM PAVEL ( 1613014)
2) MAHAMUD HASAN TUSHER (1613028)
3) MINHAZ UDDIN (1613026)
Edge Dislocation
What is Dislocations
 A dislocation is a line that separates the slipped and unsliped part in a
crystal
 Dislocation is a crystallographic defect or irregularity within a crystal
structure.
ations
Types
 Edge dislocation
A portion of extra half plane of atoms
 Screw Dislocation
Helical atomic displacement around a line extending through the crystal
Types of Edge Dislocation
1.Positive Edge Dislocation:
The extra half plane is above the slip plane of the crystal and this
dislocation is called positive edge dislocation and is denoted by
Inverse T.
2.Negative Edge dislocation:
The extra half plane is below the slip plane of the crystal and it is
called negative edge dislocation and is denoted by T
Dislocation in Motion
Edge dislocation
 BURGERS VECTOR : In material
science , the magnitude and the
direction of the displacement are
defined by a vector is called Burgers
vector. It is denoted by b . The Burgers
vector of a dislocation is an important
property of a dislocation because , if
the Burgers vector and the orientation
line are known, the dislocation is
completely described .
Burgers vector and burgers circuit
For a pure edge dislocation the Burgers vector is perpendicular to the dislocation line, while for
a pure screw dislocation the Burgers vector is parallel to the dislocation line. Actually,
dislocations in real crystals are rarely straight lines and rarely lie in a single plane
Edge dislocation
A convenient way of defining the Burgers vector of a dislocation is by means of the
Burgers circuit.
Starting at a lattice point , imagine a path traced from atom to atom , an equal
distance in each direction , always in the direction of one of the vectors of unit cell. If
the region enclosed by the path does not contain a dislocation , the burgers circuit will
close. However, if the path encloses a dislocation , the burgers circuit will not closed .
The closure failure of the burgers circuit is the bergers vector.
BERGERS CIRCUIT
Edge dislocation
Edge dislocation
Edge dislocation
Edge dislocation
Edge dislocation
Edge dislocation
Edge dislocation
Edge dislocation
Edge dislocation
 Slip explains the strength of metals is much lower than the value
predicted from the metallic bond.
 Slip provides ductility in metals.
 To control the mechanical properties of a metal or alloy by interfering with
the movement of dislocations.
 Influence electronic and optical properties of materials.
Significance of Edge Dislocation

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Edge dislocation

  • 1. PRESENTED BY : 1) ALI SAN IMAM PAVEL ( 1613014) 2) MAHAMUD HASAN TUSHER (1613028) 3) MINHAZ UDDIN (1613026) Edge Dislocation
  • 2. What is Dislocations  A dislocation is a line that separates the slipped and unsliped part in a crystal  Dislocation is a crystallographic defect or irregularity within a crystal structure. ations
  • 3. Types  Edge dislocation A portion of extra half plane of atoms  Screw Dislocation Helical atomic displacement around a line extending through the crystal
  • 4. Types of Edge Dislocation 1.Positive Edge Dislocation: The extra half plane is above the slip plane of the crystal and this dislocation is called positive edge dislocation and is denoted by Inverse T. 2.Negative Edge dislocation: The extra half plane is below the slip plane of the crystal and it is called negative edge dislocation and is denoted by T
  • 7.  BURGERS VECTOR : In material science , the magnitude and the direction of the displacement are defined by a vector is called Burgers vector. It is denoted by b . The Burgers vector of a dislocation is an important property of a dislocation because , if the Burgers vector and the orientation line are known, the dislocation is completely described . Burgers vector and burgers circuit
  • 8. For a pure edge dislocation the Burgers vector is perpendicular to the dislocation line, while for a pure screw dislocation the Burgers vector is parallel to the dislocation line. Actually, dislocations in real crystals are rarely straight lines and rarely lie in a single plane
  • 10. A convenient way of defining the Burgers vector of a dislocation is by means of the Burgers circuit. Starting at a lattice point , imagine a path traced from atom to atom , an equal distance in each direction , always in the direction of one of the vectors of unit cell. If the region enclosed by the path does not contain a dislocation , the burgers circuit will close. However, if the path encloses a dislocation , the burgers circuit will not closed . The closure failure of the burgers circuit is the bergers vector. BERGERS CIRCUIT
  • 20.  Slip explains the strength of metals is much lower than the value predicted from the metallic bond.  Slip provides ductility in metals.  To control the mechanical properties of a metal or alloy by interfering with the movement of dislocations.  Influence electronic and optical properties of materials. Significance of Edge Dislocation