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These notes provide an overview of ionic crystals, including the forces holding ions together, packing arrangements, and ionic substitution. Concepts such as radius ratio, coordination number, bonding geometry, and goldschmidt's rules of substitution. It also discusses partitioning mechanisms like camouflage, capture, admission, and coupled substitution.
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Ionic Crystals These summary notes are based largely on Faure (1998), Chapters 6-8. The force holding ions together in ionic bonds is proportional to the ionic charge of the two ions ( e 1 & e 2 ) and inversely proportional to the distance between them ( r )
2 Ions pack into crystals according to: A) charge balance! (to keep the crystal electrically neutral) B) closest packing! (the closer the cation and anion are, the stronger the bond) To maximize bond strength, crystals form with geometries that pack the ions as close as possible depending on the relative size of the cations and anions (the radius ratio).
Radius Ratio Coordination Number Bonding Geometry < 0.155 2 linear 0.155 - 0.414 3 trigonal planar 0.414 - 0.732 4 tetrahedral “ 6 octahedral 0.732 - 1 8 body centered cubic
Ionic Substitution in Crystals Ions of similar charge and size can substitute for one another. Goldschmidtʼs Rules of Substitution