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Plane of symmetry
divides a crystal into two parts so that one part is a mirror of the other
axis of symmetry
repetition of a crystal face more than once in a revolution
diad
2 fold axis (180 degrees)
triad
3 fold axis
tetrad
4 fold axis
hexad
6 fold axis
center of symmetry
causes every face of a crystal to have a similar face parallel to it repeated by inversion through the center
rotoinversion axis
causes every step of rotation to be followed by a step of inversion through the center
degree one of rotoinversion
bar 1 = center
degree 2 of rotoinversion
bar 2 = mirror plane
symmetry elements in a cube
center of symmetry, 9 mirror planes 3// 6 diagonal,3 tetrads, 4 triads an 6 diads
seven crystal systems
triclinic,monoclinic,tetragonal,hexagonal,trigonal,orthorhombic and isometric
symmetry requirements of a triclinic system
none
symmetry requirements of monoclinic system
one 2 fold rotation axis or one mirror plane
symmetry requirements of a orthorhombic system
three 2 fold rotation axis or 2 mirrors and one 2 fold rotation
symmetry requirements of tetragonal
one 4 fold rotation or rotary inversion
symmetry requirements of hexagonal/trigonal crystal
trigonal- one 3 fold rotation axis, hexagonal- one 6 fold rotation axis
symmetry requirements for isometric/cubic
four 3 fold rotation axes
miller indicies
system for labellin g crystal faces mathematically using coordinate geometry according to unit cell axes a b and c
why are indices always intergers
because the planes and axial lengths of a crystal are related by its class symmetry and unit cell contains the full symmetry of the atomic structure
(100)
intercepts on a axis
(010)
intercepts on b axis
(001)
intercepts on c axis
(bar100)
intercepts on negative a axis
open form
does not enclose space eg. bar 1 class all two faces parallel to eachother
closed form
all faces enclose a space eg. cube
pedion
single face
pinacoid
pair of parallel faces
prism
set of three or more faces parallel to a common axis
pyramid
set of three or more faces equally inclined to a axis
dihedrons-dome
two parallel faces angled down from the mirror plane
dihedrons-sphenoid
two parallel faces angled down from the diad axis
zone
a group of faces whose lines of intersection are parallel to one another, the zone axis is in the direction of the common edge
triclinic system classes
1: all forms pedions. bar : all forms pinacoids
minerals in bar one class
plagioclase feldspar, microcline, wollastonite
plagioclase feldspar
NaALSi3O8-CaAl2SI2O8
Microcline
KALSi3O8
Wollastonite
CaSiO3
Turquois
CuAl6(PO4)4(OH)8~4H2O
Microcline classes
2, m, 2/m
crystals in 2/m
diopside,clinopyroxenes,tremolite,clinoamphiboles,orthoclase,gypsum,realgar,orpiment
diopside
CaMgSi2O6
tremolite
Ca2Mg5Si8O22(OH)2
Orthoclase
KAlSI3O8
Gypsum
CaSO4~2H2O
realgar
AsS
Orpiment
As2S3
2
sphenoidal
2/m
prismatic
domatic
m
Orthorhombic system classes
222,mm2,mmm (2/m2/m2/m)
minerals in mmm class
olivine,enstatite, orthopyrxenes,anthophyllite,orthoamphiboles,aragonite,sillimanite/andalusite,sulfur
olivine (forsterite and fayalite)
forsterite:Mg2SiO4 fayalite: Fe2SiO4
enstatite
MgSiO3
anthophyllite
Mg7Si8O22(OH)2
Aragonite
CaCO3
Sillimanite/andalusite
Al2SiO5
Sulfur
S
222
disphenoidal
mm2
pyramidal
mmm
Dipyramidal