Chapter 4 Flashcards
Stereoisomers
Same connectivity to the same carbon, different spatial arrangements. If you swap any 2 atoms it becomes a different mo,molecules
Conformational isomers (cannot be separated, rotation around single bon)
Configuration all isomers can be separated (geometric (cis/trans, EZ) or optical (R-S))
All chiral centres are stereocenters
Geometric isomers
Cis, same side, trans, opposite sides (not super imposable)
Cis and trans result fro. Restricted rotation
- Cyclic structures restrict rotation
2.double bonds restrict rotation
E Z
E: différent, low and high priority opposite
Z: same, low and high priority same side
Priority depends on atomic mass
Énantiomorphes
One chiral center with that can exist as 2 different optical isomers
Are different compounds, but have the same physical and chemical properties
(Same melting point but opposite specific rotation)
Achiral
Plane of symmetry present
Can even have a chiral center, but can still be achiral molecule
Alkenes are always achiral
Chiral center
Swap any 2 atoms and it becomes a mirror image (enantiomer)
4 different molecules connected to carbon
Plane polarized light
Light all at a certain plane (ex all vertical) after it passes through a polarizer
When chiral compound is in plane polarizer, light rotates, if rotates ckockwise it’s + and counterclockwise -, if molecule S=+ then automatically R=-, and inversely
Factors that affect a (alpha)
Alpha is angle of rotation of light
Path legit of the light I’m the solution (length of tube, l) directly related in dm
Concentration of solution (c) directly related in ??
Temperature (not predictable)
Wavelengths of light (unpredictable)
a=constantlc
Chiral molecules also affects it, incorporated in constant, so constant unique for every chiral molecule
Constant called specific rotation = [a]
Racemic mixtures
Equal amount of the left handed and right handed chiral molecules
Angle of rotational is 0 (cancels each other out)
Is called optically inactive (can also be a solution of achiral nolecules)
Higher melting point than pure solution but same solubility
Enantiomeric excess
=(observed specific rotation)/(specific rotation of pure enantiomers)* 100
Percentage of opposite chiral compound will that much of the majoritarian present chiral compound and that’s what will be left (90%S 10%R =80% S)
Number of stereoisomers by chiral centres
2^n maximum
Enantiomers
Mirror images, what was R is now S
Have opposite signs of same specific rotation value
Diastereomers
Not same but not mirror images (different physical properties)
Meso compound
2 or more chiral center, but achiral, has a plane of symmetry
Chiral center at top (R) is the opposite to the other one (S)
Optically inactive