The potential energy surface (PES) of ethylbenzene has been studied as
a two-rotor problem: E = f(chi(1), chi(2)), where chi(1) and chi(2) a
re the rotational angles around the two C-C bonds. The computed result
s of ethylbenzene are compared with similar data on F-CH2-Ph and CH3-P
h. The results obtained allow for the following conclusions: (i) in ad
ddition to the well established global minimum chi(1) = 180 degrees an
d chi(2) = 90 degrees ethylbenzene has a second stable conformer, of h
igher energy, at chi(1) = 180 degrees and chi(2) = 0 degrees; (ii) in
the global minimum the benzene ring is non-planar, and (iii) the relat
ive stability of ethylbenzene with respect to toluene is associated wi
th a conformational readjustment, when going from toluene to ethylbenz
ene, rather than electronic effect associated with the methyl group.