Isomerism Real Flashcards
Ma6
Stereo: 1, Enantiomer pairs: 0, Geometric: 1
Ma5b
Stereo: 1, Enantiomer pairs: 0, Geometric: 1
Ma4b₂
Stereo: 2, Enantiomer pairs: 0, Geometric: 2, Simple cis-trans arrangement
Ma₃bc
Stereo: 2, Enantiomer pairs: 0, Geometric: 2, Two positions for bc around metal
Ma₃b₂
Stereo: 2, Enantiomer pairs: 0, Geometric: 2, Cis -> Facial, Trans -> Meridional
Ma₃b₂c
Stereo: 3, Enantiomer pairs: 0, Geometric: 3, Structures: aa bb ac, aa ab bc, ab ab ac
Ma₃bcd
Stereo: 5, Enantiomer pairs: 1, Geometric: 4, First appearance of enantiomers with 3 different ligands
Ma₃b₂c₂
Stereo: 6, Enantiomer pairs: 1, Geometric: 5, Pattern: 6 total = 1 pair of enantiomers + 4 geometric isomers
Ma₃b₂cd
Stereo: 8, Enantiomer pairs: 2, Geometric: 6, Pattern: 8 total = 2 pairs of enantiomers + 4 geometric isomers
Ma₃bcde
Stereo: 15, Enantiomer pairs: 6, Geometric: 9, Pattern: 15 total = 6 pairs of enantiomers + 3 geometric isomers
Mabcdef
Stereo: 30, Enantiomer pairs: 15, Geometric: 15, All different ligands creates maximum isomerism
[M(AA)₃]
Stereo: 2, Enantiomer pairs: 1, Geometric: 1, Trick: AA as bidentate reduces possibilities compared to monodentate
[M(AA)₂a₂]
Stereo: 3, Enantiomer pairs: 1, Geometric: 2, Pattern: two geometric + one pair of enantiomers
[M(AA)₂ab]
Stereo: 3, Enantiomer pairs: 1, Geometric: 2, Same pattern as [M(AA)₂a₂] but with different ligands
[M(AA)a₄]
Stereo: 1, Enantiomer pairs: 0, Geometric: 1, Only one possible arrangement due to symmetry
[M(AA)a₃b]
Stereo: 2, Enantiomer pairs: 0, Geometric: 2, Two possible positions for b
[M(AA)a₂b₂]
Stereo: 4, Enantiomer pairs: 1, Geometric: 3, Pattern: 4 total = 1 pair of enantiomers + 2 geometric isomers
[M(AA)a₂bc]
Stereo: 6, Enantiomer pairs: 2, Geometric: 4, Pattern: 6 total = 2 pairs of enantiomers + 2 geometric isomers
[M(AA)abcd]
Stereo: 12, Enantiomer pairs: 6, Geometric: 6, Pattern: 12 total = 6 pairs of enantiomers
[M(AB)₃]
Stereo: 4, Enantiomer pairs: 2, Geometric: 2, Unsymmetrical bidentate increases possibilities
[M(AB)₂a₂]
Stereo: 8, Enantiomer pairs: 3, Geometric: 5, Pattern: 8 total = 3 pairs of enantiomers + 2 geometric isomers
[M(AB)₂ab]
Stereo: 11, Enantiomer pairs: 5, Geometric: 6, Complex pattern with unsymmetrical ligands
[M(AB)a₄]
Stereo: 1, Enantiomer pairs: 0, Geometric: 1, Only one arrangement despite unsymmetrical AB
[M(AB)a₃b]
Stereo: 4, Enantiomer pairs: 1, Geometric: 3, Pattern: 4 total = 1 pair of enantiomers + 2 geometric isomers