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    Crystal Mooc Yt en 01 02b

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    Ramon Ferreira
    This document discusses key concepts in crystallography including crystal systems, lattice types, crystal classes, symmetry elements, Miller indices, and crystal morphology. It provides an overview of fundamental crystallographic principles such as primitive and face-centered unit cells, Bravais lattices, coordination polyhedra, and crystallographic planes and directions. The purpose is to systematically categorize and define important structural features of crystalline solids.

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    Crystal Mooc Yt en 01 02b

    Uploaded by

    Ramon Ferreira
    53 views4 pages
    This document discusses key concepts in crystallography including crystal systems, lattice types, crystal classes, symmetry elements, Miller indices, and crystal morphology. It provides an overview of fundamental crystallographic principles such as primitive and face-centered unit cells, Bravais lattices, coordination polyhedra, and crystallographic planes and directions. The purpose is to systematically categorize and define important structural features of crystalline solids.

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    This document discusses key concepts in crystallography including crystal systems, lattice types, crystal classes, symmetry elements, Miller indices, and crystal morphology. It provides an overview of fundamental crystallographic principles such as primitive and face-centered unit cells, Bravais lattices, coordination polyhedra, and crystallographic planes and directions. The purpose is to systematically categorize and define important structural features of crystalline solids.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
    53 views4 pages

    Crystal Mooc Yt en 01 02b

    Uploaded by

    Ramon Ferreira
    This document discusses key concepts in crystallography including crystal systems, lattice types, crystal classes, symmetry elements, Miller indices, and crystal morphology. It provides an overview of fundamental crystallographic principles such as primitive and face-centered unit cells, Bravais lattices, coordination polyhedra, and crystallographic planes and directions. The purpose is to systematically categorize and define important structural features of crystalline solids.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
    of 4

    The Fascination of Crystals and Symmetry

    Unit 1.2b
    by Frank Hoffmann & Michael Sartor
    Crystallographic Poetry

    Miller indices primitive


    triclinic lattice types
    1-bar
    inversion centre
    crystal class base
    hexagonal 6-bar tetrahedral holes
    point symmetry
    trigonal crystal faces edge-connected tetragonal unit cell
    monoclinic habitus spacegroup coordination polyhedron
    face-centered cube prism crystal system
    corner-connected rhombic dodecahedron
    morphology
    body-centered orthorhombic
    hkl values variety
    quasicrystal
    octahedral holes 2,3,4-fold rhombohedral
    motif
    cubic Bravais isotypic (111) lattice plane families quasi crystalline
    Recommended further reading

    Christian Bök, Crystallography.


    Toronto: Coach House Press, 2003 (2nd. Ed.)
    Paperback, 158 pages
    ISBN-13: 978-1-55245-119-9, ISBN: 1-55245-119-4

    C
    R
    Y LATTICE
    CRYSTAL
    R T T
    Y A T
    S L I
    T CRYSTAL
    LATTICE
    L
    Systematization
    triclinic
    face-centered
    monoclinic point group base
    orthorhombic crystal class lattice primitive
    motif
    tetragonal
    spacegroup Bravais lattices
    trigonal
    unit cell body-centered
    crystal system hexagonal
    cubic
    2,3,4,6-fold axis of rotation tetrahedral holes octahedral holes
    symmetry elements coordination polyhedra
    1-bar 6-bar cube, prism, rhombic dodecahedron
    inversion centre edge-connected corner-connected
    morphology
    variety
    Miller indices
    habitus quasicrystal
    hkl values
    crystal faces
    quasi crystalline
    (111) lattice plane families
    isotypic

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