Definition of Enantiomorphous. Meaning of Enantiomorphous. Synonyms of Enantiomorphous

Here you will find one or more explanations in English for the word Enantiomorphous. Also in the bottom left of the page several parts of wikipedia pages related to the word Enantiomorphous and, of course, Enantiomorphous synonyms and on the right images related to the word Enantiomorphous.

Definition of Enantiomorphous

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Meaning of Enantiomorphous from wikipedia

- In geometry, a figure is chiral (and said to have chirality) if it is not identical to its mirror image, or, more precisely, if it cannot be mapped to...
- complementary set of five tetrahedra. These two sets of five tetrahedra are enantiomorphous, i.e. not directly congruent, but related like a pair of shoes. [Such]...
- 180). These space groups are truly chiral (they each belong to the 11 enantiomorphous pairs). Both α-quartz and β-quartz are examples of chiral crystal structures...
- 1827, that a four-dimensional rotation would be required to bring two enantiomorphous solids into coincidence. This idea was neatly deplo**** by H. G. Wells...
- do not always have reflection symmetry and hence sometimes have two enantiomorphous (left- and right-handed) forms which are reflections of each other...
- symmetry breaking phenomenon observed in solid/liquid mixtures of enantiomorphous (racemic conglomerate) crystals that are subjected to comminution....
- chiral symmetry do not have reflection symmetry and hence have two enantiomorphous forms which are reflections of each other. Examples include the snub...
- {1}{6}}}} . A space-filling tetrahedron packs with directly congruent or enantiomorphous (mirror image) copies of itself to tile space. The cube can be dissected...
- being different from their mirror image; these are said to differ by enantiomorphous character (e.g. P3112 and P3212). Usually space group refers to 3D...
- polyhedral compound whose constituents are identical (although possibly enantiomorphous) uniform polyhedra, in an arrangement that is also uniform, i.e. the...