symmetry element वाक्य
उदाहरण वाक्य
मोबाइल
- While the presence of any symmetry element within a ligand intended for asymmetric induction might appear counterintuitive, asymmetric induction only requires that the ligand be improper rotation axis ); it does not have to be asymmetric ( i . e . devoid of any symmetry element ).
- While the presence of any symmetry element within a ligand intended for asymmetric induction might appear counterintuitive, asymmetric induction only requires that the ligand be improper rotation axis ); it does not have to be asymmetric ( i . e . devoid of any symmetry element ).
- The result of both symmetry operations on each of the MOs is shown to the left . Note that here as the ? and ? * orbitals lie entirely in the plane containing C 2 perpendicular to ?, they are uniformly symmetric and antisymmetric ( respectively ) to both symmetry elements.
- There are two symmetry elements present in the starting materials, transition state, and product : ? 1 and ? 2 . ? 1 is the mirror plane between the components perpendicular to the p-orbitals; ? 2 splits the molecules in half perpendicular to the ?-bonds.
- While in case of point groups, Sch�nflies symbol defines the symmetry elements of group unambiguously, the additional superscript for space group doesn't have any information about translational symmetry of space group ( lattice centering, translational components of axes and planes ), hence one needs to refer to special tables, containing information about correspondence between Sch�nflies and Hermann Mauguin notation.
- The mathematical descriptions of the complete set of 230 space groups, including their symmetry elements, were thereafter derived independently by Ralph Walter Graystone Wyckoff ( 1897 1994 ) authored " The Analytical Expression of the Results of the Theory of Space Groups ", a book which contained, among other things, tables with the positional coordinates, both general and special, permitted by the symmetry elements.
- The mathematical descriptions of the complete set of 230 space groups, including their symmetry elements, were thereafter derived independently by Ralph Walter Graystone Wyckoff ( 1897 1994 ) authored " The Analytical Expression of the Results of the Theory of Space Groups ", a book which contained, among other things, tables with the positional coordinates, both general and special, permitted by the symmetry elements.
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