00:01
Draw a cognitive potential energy diagram for rotation about c3 -c4 bound in the 2 -metall -pentine.
00:09
2 -methyl -pentine.
00:13
And we have to draw the diagram between c3 to c4.
00:17
So 1 -2 -3 -4 with respect to this carbon, this carbon.
00:25
Right? so what we can say, according to the 4th carbon, we have cs3 here, hydrogen here, hydrogen here.
00:34
With respect to this carbon, we have to place this hydrogen here, hydrogen here.
00:41
Now we will rotate groups.
00:44
This group is called as gauch conformer because dihedral angle is the 60 degree and dihedral angle.
00:51
If we rotate by a 60 degree angle, then what will happen? by fixing one carbon.
00:57
So this group will overlap on this hydrogen, this hydrogen will overlap on this and this hydrogen will overlap on this and this hydrogen will overlap on this...