- 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...
-
symmetry breaking phenomenon observed in solid/liquid
mixtures of
enantiomorphous (racemic conglomerate)
crystals that are
subjected to comminution....
- do not
always have
reflection symmetry and
hence sometimes have two
enantiomorphous (left- and right-handed)
forms which are
reflections of each other...
- 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...
-
polyhedral compound whose constituents are
identical (although
possibly enantiomorphous)
uniform polyhedra, in an
arrangement that is also uniform, i.e. the...
-
polyhedral compounds whose constituents are
identical (although
possibly enantiomorphous)
uniform polyhedra, in an
arrangement that is also uniform. The list...
- {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...
