In chemistry, conformational isomerism is a form of stereoisomerism in which molecules with the same structural formula (same connectivity) exist as different conformational isomers or conformers in 3-D due to rotations about one or more σ bonds. Conformations are not superimposable in three dimensions and can be characterized by their dihedral angles, the angle between two planes formed by atom1-atom2-atom3 and atom2-atom3-atom4 in a sequence of atoms, atom1-atom2-atom3-atom4. The dihedral angle can also be seen as the angle between the two vectors formed by atom2→atom1 and atom3→atom4. Rotamers are conformers that differ by rotation about only a single σ bond.. That is, only one dihedral angle will be different between rotamers. Conformers can differ by rotations about many sigma bonds or just one (i.e. a rotamer is a conformer). The rotational barrier, or barrier to rotation, is the activation energy required to convert from one rotamer to another rotamer.
Different conformers can interconvert by rotation around single bonds, without breaking chemical bonds. The existence of more than one conformation, usually with different energies, is due to hindered rotation about sp3 hybridised σ bonds. The comparative stabilities of different conformers of a molecule are usually explained through differences in a combination of steric repulsion and electronic effects. A simplified example is that of a butane molecule viewed in the Newman projection shown - i.e. as if viewed down the central C2-C3 bond with relative rotations of C1 and C4 illustrated. The only unique gauche conformer in case of butane has a dihedral angle of 60°, anti is 180°, and eclipsed is 0° in the CH3-CH2-CH2-CH3. In the case of 1-fluoropropane F-CH2-CH2-CH3, there is a gauche+ and a gauche- rotamer, with dihedral angles of +60 and -60 respectively. Butane does not have both because of symmetry.
Important examples of conformational isomerism include:
The population of different conformers follows a Boltzmann distribution:
The left hand side is the equilibrium ratio of conformer i to the total. is the relative energy of the i-th conformer from the minimum energy conformer. R is the molar ideal gas constant equal to 8.31 J/K/mol and T is the temperature in Kelvin (K). The denominator of the right side is the partition function.