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Chirality Induction The Adam Effect

Twofold improper rotation axis (.Sj) rotation followed by mirror rcncciton [Pg.460]

To make matters even more complicated, it is much more convenient in crystallography to use an entirely different system of symmetry symbols, termed the Herman-Maugin (as opposed to Schoenflies) notation (Table 8.2). [Pg.461]

Combining the five point group symmetry operators with the two translational symmetry operators gives a total of exactly 230 different possible combinations, called the crystallographic space groups. Every crystal [Pg.461]

Screw axis (180° rotation followed by translation by of the unit cell length parallel to the rotation axis, e.g. 2i 180° rotation plus a half cell translation) [Pg.461]

Glide plane a, b, c, n, d (reflection + translation a half cell in indicated direction, e.g. a is a translation in the x direction) [Pg.461]


See other pages where Chirality Induction The Adam Effect is mentioned: [Pg.492]    [Pg.458]   


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