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icosahedral group |
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icosahedral group [ī‚käs·ə¦hē·drəl ′grüp]
(mathematics) The group of motions of three-dimensional space that transform a regular icosahedron into itself. Want to thank TFD for its existence? Tell a friend about us, add a link to this page, add the site to iGoogle, or visit the webmaster's page for free fun content. |
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No references found | Using mathematical arguments and evidence for icosahedral symmetry in X-ray analyses of various viruses, Caspar and Klug proposed that those viruses referred to as spherical viruses--because under microscopes look like balls--actually have icosahedral symmetry. It had long been known that icosahedral symmetry is not allowed for a periodic object (2). The icosahedral symmetry of the phase was demonstrated by carefully constructing a reciprocal lattice using a series of selected area electron diffraction. |
Icosahedral symmetry |
ICOPE ICOPS ICOPVS ICoQ ICOQM Icor ICORC ICORD Icore ICOREC ICORG ICORIA ICORP ICorr ICORS ICORT ICOS Icosa ICOSAC icosahedra icosahedra icosahedral icosahedral icosahedral Icosahedral capsid Icosahedral capsid Icosahedral capsid Icosahedral group Icosahedral Permuted Comparison of Relative Shape Similarity Icosahedral symmetry icosahedral virusicosahedron icosahedron icosahedron icosahedrons icosahedrons ICOSAHOM ICOSAMP Icosandria Icosandrian Icosane Icosanoic acid Icosanoic acid Icosanoid Icosanoid Icosanoid Icosasphere Icosasphere ICOSC ICOSE ICOSF ICOSH ICOSI Icosimonogon Icosimonogon ICOSIT Icositetrahedron Icositetrahedron ICOSLA ICOSMO | |||||||
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