MODELING THE HEME VIBRATIONAL-SPECTRUM - NORMAL-MODE ANALYSIS OF NICKEL(II) ETIOPORPHYRIN-I FROM RESONANCE RAMAN, FT-RAMAN, AND INFRARED-SPECTRA OF MULTIPLE ISOTOPOMERS
Sz. Hu et al., MODELING THE HEME VIBRATIONAL-SPECTRUM - NORMAL-MODE ANALYSIS OF NICKEL(II) ETIOPORPHYRIN-I FROM RESONANCE RAMAN, FT-RAMAN, AND INFRARED-SPECTRA OF MULTIPLE ISOTOPOMERS, Biospectroscopy, 1(6), 1995, pp. 395-412
Nearly complete vibrational assignments have been obtained for a heme
model, nickel etioporphyrin-I (NiEPI), using variable-wavelength reson
ance Raman (RR), and FT-Raman (FT-R), as well as infrared (IR) spectro
scopy, on a series of isotopomers labeled at positions in the skeleton
(N-15, beta(13)C, meso-d(4), N-15-meso-d(4)) and in the peripheral su
bstituents (methyl-d(12), ethyl-d(8), and ethyl-d(12)). The vibrationa
l bands are assigned to the porphyrin skeletal and substituent modes o
n the basis of the mode description scheme developed for nickel octaet
hylporphyrin (NiOEP) with the aid of a normal-mode analysis of NiEPI,
explicitly including the peripheral substituents, i.e., the methyl and
ethyl groups. The previously reported NiOEP force field was refined t
o account for the observed isotope shifts of NiEPI isotopomers. An imp
ortant result is the requirement of relatively large, long-range force
constants for methine bridge bonds on opposite sides of the porphyrin
ring. These 1-8 and 1-9 interaction force constants are required to r
eproduce the frequencies and isotope shifts of six C-alpha-C-m stretch
ing modes and especially to predict the relative order of the two high
est-frequency E(u) modes, nu(C-alpha-C-m) (nu(38), similar to 1570 cm(
-1)) and nu(C-beta-C-beta) (nu(37), similar to 1600 cm(-1)). Most of t
he substituent (methyl and ethyl) vibrations are located in the RR and
IR spectra. Strong RR enhancement of some substituent modes can be at
tributed to hyperconjugative interaction of the aliphatic groups with
the porphyrin al, orbital, as well as vibrational mixing of substituen
t modes with the nearby skeletal modes. (C) 1996 John Wiley & Sons, In
c.