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A small note on stereoisomerism.
Sun Sep 17, 2023
R & S Configuration
| A, B & D |
Same compound |
| B & C |
Diastereomers |
| C & E | Enantiomers |
| [A/B/D] & F | Enantiomers |
| x & z |
Same compound |
| [w or y] and [ x/z ] |
Diastereomers |
| w & y | Enantiomers |
| x or z | Meso Compounds (Inactive) |
in cyclo compounds
Even numbered rings with diagonally oppositely substituted do NOT show optical but DO SHOW geometrical isomerism.
All other case MAY show optical isomerism and WILL Show geometrical isomerism
| 2 and 3 |
both Cis and enantiomers of each other. |
| l and m |
both cis and same compound (homomer) and MESO(inactive) |
| 1 and 4 | both trans and enantiomers of each other. |
| k and n | both trans and enantiomers of each other. |
| 1 vs [2 or 3] | diastereomers and cis trans of each other. |
| k vs [l or m] | diastereomers and cis trans of each other. |
g is neither geometrical centre nor optical centre.
e, f, g and h all are stereo centre in total there are 4 stereo centre(optical + geo)
r, t and s are NOT chiral. Only one geometrical centre; only 2 geometrical
r, s and t are all stereo centres.
a & b are optical; a, b, c & d are geometrical; 4 total stereo centre
Symmetrical groups (IMPORTANT)
UnSymmetrical groups (IMPORTANT)
23 = 8 isomers
Symmetrical groups
Total 10 isomers with 8 chiral and 2 mesa