1 twinning gly 4200 twinning, 2012. 2 twinning illustration the twin plane cannot be a part of the...

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1 Twinning GLY 4200 Twinning, 2012

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Page 1: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Twinning

GLY 4200

Twinning, 2012

Page 2: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Twinning Illustration

• The twin plane cannot be a part of the normal symmetry of a crystal

Page 3: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Twinning Operations

• Reflection across a mirror plane. The added mirror plane would then be called a twin plane

• Rotation about an axis or line in the crystal. The added rotation axis would then be called a twin axis

• Inversion through a point. The added center of symmetry would then be called a twin center

Page 4: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Twin Law

• Must define two things: The type of twin operation The orientation of the twin element

associated with the operation

Page 5: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Types of Twinning

• Twins may also be classified on the basis of their physical properties

• There are two basic types of twin Contact twins Penetration twins

Page 6: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Contact Twinning

• Have a planar composition surface separating two individual crystals

• These are usually defined by a twin law that expresses a twin plane

• Orthoclase twinned on the Braveno Law

Page 7: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Polysynthetic Twinning• A type of multiple contact

twinning is called polysynthetic

• The compositions surfaces are parallel to one another, they are called polysynthetic

• Plagioclase commonly shows this type of twinning, called the Albite Twin Law, with {010} as the twin plane

• Such twinning is one of the most diagnostic features of plagioclase

Page 8: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Cyclic Twinning

• Another type of contact twinning

• If the composition surfaces are not parallel to one another, they are called cyclical twins

• Shown here is the cyclical twin that occurs in chrysoberyl

Page 9: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Penetration Twins• Have an irregular composition surface

separating 2 individual crystals• Are defined by a twin center or twin axis• Twinned crystal of orthoclase twinned on

the Carlsbad Law with [001] as the twin axis

Page 10: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Origin of Twinning

• Twinning can originate in 3 different ways Growth twins Transformation twins Glide or deformation twins

Page 11: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Growth Twins• When accidents occur during crystal growth and a

new crystal is added to the face of an already existing crystal, twinning can occur if the new crystal shares lattice points on the face of the existing crystal, but has an orientation different from the original crystal

• Such growth twins can be contact twins or penetration twins

• Both Carlsbad and Albite twins are growth twins

Page 12: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Transformation Twins• Occurs when a preexisting crystal undergoes a

transformation due to a change in pressure or temperature

• This commonly occurs in minerals that have different crystal structures and different symmetry at different temperatures or pressures

• When the temperature or pressure is changed to that where a new crystal structure and symmetry is stable, different parts of the crystal become arranged in different symmetrical orientations, and thus form an intergrowth of one or more crystals

Page 13: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Brazil Twin

• Dauphiné and Brazil twinning in quartz commonly forms this way during a decrease in temperature   

• Photomicrograph shows a Brazil twin in amythyst in crossed polars

• Click to play video

Page 14: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Tartan Twinning

• Combination of albite twinning and pericline twinning in alkali feldspar results when high temperature sanidine (monoclinic)  transforms to low temperature microcline (triclinic) is known as "tartan“, “gridiron, or “cross-hatch” twinning pattern

• One of the most characteristic diagnostic properties for the identification of microcline

Page 15: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Deformation Twins

• During deformation atoms can be pushed out of place

• If this happens to produce a symmetrical arrangement, it produces deformation twins

Page 16: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Examples of Deformation Twinning

• Plagioclase and calcite are two common minerals exhibiting this behavior

• Deformational albite twins characteristically "pinch out" rather than running throughout the grain

• They may also be bent• Calcite deformation enhances ductility in

some rocks, such as marble

Page 17: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Deformation Twinning in Calcite

• The mineral calcite can be easily twinned during deformation, producing polysynthetic twins on {01bar12}

Page 18: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Manebach Twinning

• A type of contact twinning seen in orthoclase on the {001} plane

• Diagnostic of orthoclase when it occurs

• Monoclinic system 

Page 19: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Gypsum • Swallow tail twins {100}

are commonly observed in the mineral gypsum CaSO4●2H2O)

Page 20: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Orthorhombic Cyclic Twinning

• Cyclical Twins - The minerals aragonite (CaCO3) , chrysoberyl (BeAl2O4), and cerrusite (PbCO3) commonly develop twinning on {110}, which results in a cyclical twin that gives these minerals a pseudo-hexagonal appearance

• Diagram illustrates {110} in aragonite

Page 21: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Twinning in Staurolite

• Two types of interpenetration twins occur in staurolite

• {031} twins from a right-angled cross

• {231} twins form a cross at about 60°

Page 22: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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“Fairy Cross” Twins

• The staurolite crystal shown has twinning on {031}

• The small crystals on the surface are garnets

Page 23: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Staurolite Twin

• The common 60° twin on {231}

Page 24: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Tetragonal System

• Twinning usually occurs on {011} forming cyclical contact twins

• Rutile (TiO2 - left) and cassiterite (SnO2 – below) often show this type of twinning

Page 25: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Calcite Twinning• Most common twin laws

that are observed in calcite crystals are {0001} and the rhombohedron {01bar12}

• Both are contact twins, but the {01bar12} twins can also occur as polysynthetic twins that result from deformation

• Photo shows {01bar12} twin

Page 26: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Quartz Twinning

• Brazil Law - {11bar20} - is a penetration twin that results from transformation

• Dauphiné Law - [0001] - is also a penetration twin that results from transformation

• Japanese Law - {11bar22} - is a contact twin that results from accidents during growth

Page 27: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Quartz Twin Pictures

• Japanese Law

• Dauphiné twin

Page 28: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Isometric System

• Spinel law – Twin reflection on (bar1 bar1 1) plane

• Twin rotation on [111] and [001]

• On [001], known as the Iron Cross, the twin axis gives the mineral apparent 4-fold symmetry about 3 perpendicular axes

Page 29: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Spinel Law Photo

• Twin plane clearly visible

Page 30: 1 Twinning GLY 4200 Twinning, 2012. 2 Twinning Illustration The twin plane cannot be a part of the normal symmetry of a crystal

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Iron Cross Twin

• Iron Cross in Pyrite