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Table 5-12. Aniide mode frequencies (in cm-' ) of antiparallel-chain polyglycine 11.<br />

Observed' Calculated Potential energy distribution<br />

Rainan IR A B<br />

(1656 CO s(71) CN ~(20) C"CN d(l0)<br />

1654 CO s(74) CN s(20) C"CN d( 10)<br />

1654VS 1655W<br />

1653 CO s(72) CN ~(20) CTN dil0)<br />

( 1651<br />

CO s(73) CN ~(19) C"CN d(10)<br />

1649<br />

CO 473) CN s(20) CTN d(10)<br />

1640VS 1645 CO 474) CN s(19) CTN d(l0j<br />

1560W 156OW 1565 1565 NH ib(59) CN s(18)<br />

1550s<br />

1555 1552 NH ib(52) CN s(20) C"C s(10)<br />

1548 1548 NH ib(54) CN s(21) '2°C s(12)<br />

1383MS 1377M 1353 1380 CH? ~(58) C"C ~(15) NH ib(13)<br />

1350 1350 CH2 w(46) CH2 b(16) NH ib(16) C"C s(14)<br />

1334VW 1332VW 1344 1345 CH2 w(50) NH ib(16) CH2 b(14) C" C ~(13)<br />

1303 1304 CH1 tw(31) NH ib(14) CH2 w(13) CN s(12)<br />

1283M 1283M 1290 1290 CH? tw(29) CH2 w(23) NH ib(13) CN s(12)<br />

752VW 751W 760 759 CN t(20) NH ob(19) NH-.O ib(14) NC"C d(13)<br />

CO ib( 12)<br />

742VW 740 CN t(53) NH.-.O ib(22) NH ob(l8)<br />

673M<br />

740M 738<br />

678<br />

661<br />

CN t(49) NH...O ib(20) NH ob( 16) CO ib( 11)<br />

CN t(77) NH ob(27j NH t(l1) CO ob( 10)<br />

CN t(83) NH ob(28) NH t( 11) NH.-O ib( 10)<br />

CN t(88) NH ob(30) NH t(14)<br />

{<br />

a Data taken from [123]. S: strong, M: medium, W: weak, V: very.<br />

b s: stretch, b: bend, ib: in-plane bend, ob: out-of-plane bend, d: deformation, w: wag, tw: twist,<br />

t: torsion. Contributions 2 10.<br />

and interactions can be obtained if experimental data are interpreted by careful<br />

normal-mode analysis. Although the systematic application of extensive empirical<br />

force fields has revealed the validity of this approach [5], the full power of this<br />

technique remains to be exploited. Our discussion has concentrated, because of<br />

space limitations, on the amide modes, but of course the sensitivity to conformation<br />

and forces resides in the entire spectrum. The key to extracting this information will<br />

be the physical reliability of the force fields used in the normal-mode calculations.<br />

We have come a substantial distance toward this goal with existing force fields [5],<br />

but improvements can be made and some are already in sight. These presently involve<br />

empirical force fields, such as the development of an ab initio-based MI-PLA<br />

force field [145] utilizing better IR [145] and polarized Raman [146] data as well as<br />

an understanding of helix vibrations [ 1471 that avoids the weak-coupling and perturbation<br />

approximations 191. However, the ultimate goal will be achieved when<br />

we have a conformation-dependent force field as represented by an SDFF for the.<br />

polypeptide chain [51].

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