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Published byArleen Holt Modified over 9 years ago
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MINERALOGY CRYSTAL SYSTEMS
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Symmetry Mirror Plane = imaginary plane that divides a crystal into halves, each of which is the mirror image of the other Axis of Rotation = imaginary line through a crystal about which the crystal may be rotated and repeat itself in appearance (1,2,3,4 or 6 times during a complete rotation)
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Tips for creating models Write your name on each model BEFORE folding and taping! Cut “into” the pattern rather than “around” it. Fold along each face intersection BEFORE taping into place. Have fun learning something new!
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Isometric System 90° ISOMETRIC = = = 90° a = b = c c = a b = aa Pyrite, Galena, Halite, Fluorite, Garnet, Diamond Unique Symmetry: Four 3-fold axes
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Tetragonal System 90° TETRAGONAL = = = 90° a = b c c a b = aa Wulfenite, Zircon, Chalcopyrite, Rutile Unique Symmetry: One 4-fold axis
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Hexagonal System 120° 90° HEXAGONAL = 120°, = = 90° a = b c c > a Quartz, Beryl (Emerald), Apatite, Graphite, Corumdum (Ruby, Sapphire) b = a Unique Symmetry: One 6-fold axis a
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Orthorhombic System 90° ORTHORHOMBIC = = = 90° a b c c a b a a Sulfur, Barite, Olivine, Topaz Unique Symmetry: Three 2-fold axes
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Monoclinic System 90° MONOCLINIC = = 90°, 90° a b c c a b a a Orthoclase, Malachite, Azurite, Gypsum, Mica, Talc Unique Symmetry: One 2-fold axis 90°
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Triclinic System 90° TRICLINIC 90° a b c c a Turquoise, Plagioclase Kyanite, Albite Unique Symmetry: None 90° b a a
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Crystal Systems SystemAxesAnglesUnique SymmetryDiagramExamples Isometric a=b=c = = =90° Four 3-foldPyrite, Halite, Galena, Garnet, Diamond, Fluorite Tetragonal a=b c = = =90° One 4-foldWulfenite, Rutile, Zircon, Chalcopyrite Hexagonal a=b c =120°, = =90° One 6-foldQuartz, Beryl (Emerald), Apatite, Corundum (Ruby, Sapphire) Orthorhombic a b c = = =90° Three 2-foldSulfur, Barite, Olivine, Topaz Monoclinic a b c = =90°, 90° One 2-foldOrthoclase, Malachite, Azurite, Mica, Gypsum, Talc Triclinic a b c 90° NoneTurquoise, Kyanite, Albite, Plagioclase
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Crystal Systems SystemAxesAnglesUnique SymmetryDiagramExamples Isometric Tetragonal Hexagonal Orthorhombic Monoclinic Triclinic
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