Gm. Janini et al., Peptide mapping by capillary zone electrophoresis: How close is theoretical simulation to experimental determination, J CHROMAT A, 924(1-2), 2001, pp. 291-306
A multi-variable computer model is presented for the prediction of the elec
trophoretic mobilities of peptides at pH 2.5 from known physico-chemical co
nstants of their amino acid residues. The model is empirical and does not c
laim any theoretical dependencies; however, the results suggest that, at le
ast at this pH, peptides may be theoretically represented as classical poly
mers of freely joined amino acid residues of unequal sizes. The model assum
es that the electrophoretic mobility can be represented by a product of thr
ee functions that return the contributions of peptide charge, length and wi
dth, respectively to the mobility. The model relies on accurate experimenta
l determination of the electrophoretic mobilities of a diverse set of pepti
des, by capillary zone electrophoresis (CZE), at 22 degreesC, with a 50 mM
phosphate buffer, at pH 2.5. The electrophoretic mobilities of a basis set
of 102 peptides that varied in charge from 0.65 to 16 and in size from two
to 42 amino acid residues were accurately measured at these fixed experimen
tal conditions using a stable 10% linear polyacrylamide-coated column. Data
from this basis set was used to derive the peptide charge, length, and wid
th functions respectively. The main purpose of this endeavor is to use the
model for the prediction of peptide mobilities at pH 2.5, and for simulatio
n of CZE peptide maps of protein digests. Excellent agreement was obtained
between predicted and experimental electrophoretic mobilities for all categ
ories of peptides, including the highly charged and the hydrophobic. To ill
ustrate the utility of this model in protein studies it was used to simulat
e theoretical peptide maps of the digests of glucagon and horse cytochrome
c. The resulting maps were compared and contrasted with their experimental
counterparts. The potential of this approach and its limitations are discus
sed. Published by Elsevier Science B.V.