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In pentacoordinated systems, the actual geometry of the complex can be described by a structural index parameter ¦Ó such that ¦Ó = (¦Á¨C¦Â)/60¡ã, where ¦Á and ¦Â are the two largest angles (¦Á > ¦Â). Thus, the geometric parameter ¦Ó is applicable to pentacoordinated structures as an index of the degree of trigonality within the structural continuum between trigonal bipyramidal (¦Ó = 1) and square pyramidal (¦Ó= 0).
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4Â¥: Originally posted by 38900354 at 2012-05-27 22:23:34
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¶þ¥˵µÄÕý½â£¬In pentacoordinated systems, the actual geometry of the complex can be described by a structural index parameter ¦Ó such that ¦Ó = (¦Á¨C¦Â)/60¡ã, where ¦Á and ¦Â are the two largest angles (¦Á > ¦Â). Thus, the geometric parameter ¦Ó is applicable to pentacoordinated structures as an index of the degree of trigonality within the structural continuum between trigonal bipyramidal (¦Ó = 1) and square pyramidal (¦Ó= 0).
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