Js. Clarke et al., Testing frontier orbital control: Kinetics of OH with ethane, propane, andcyclopropane from 180 to 360K, J PHYS CH A, 102(48), 1998, pp. 9847-9857
We test the hypothesis that the barrier to a gas-phase radical-molecule rea
ction is controlled by an avoided curve crossing of ground and ionic states
of the reactants and products. We focus on the competing role of orbital o
verlap and energy difference on the delocalization energy of the transition
state, comparing the reactions OH + ethane, OH + propane, and OH + cyclopr
opane using experimental data and theoretical analysis. These reactions con
stitute a homologous series in which the spatial extent and energy of inter
acting orbitals change dramatically, providing for an examination of the re
lative importance of energy sind overlap on barrier height control. In addi
tion, contrasting pictures of barrier height control, either by molecular p
roperties or by bond properties of the reactants and products, are evaluate
d. Our kinetic data, obtained in a high-pressure flow system, cover a suppr
essed temperature range (180 - 360 K) in order to isolate the lowest barrie
r pathway. The results for ethane and propane are consistent with barrier h
eight control by the singly occupied molecular orbital (SOMO) of the OH rad
ical and the highest occupied molecular orbital (HOMO) of the molecule. The
se are the historically defined frontier orbitals. The results for cyclopro
pane, however, suggest that it is the interaction of the SOMO with the seco
nd highest occupied molecular orbitals (SHOMOs) which controls barrier heig
ht. The SHOMOs of cyclopropane are spatially extended relative to the HOMOs
; at the transition state the interaction between OH and the SHOMOs of cycl
opropane overwhelms the interaction between OH and the HOMOs of cyclopropan
e. We examine the competition between energy and overlap of two reacting sp
ecies and present an alternative definition of the frontier orbitals not ne
cessarily as the highest energy orbitals, but rather as the orbitals that d
elocalize to the greatest extent at the transition state.