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5.4 Polypeptides 267<br />

glycine residue is achiral, it can adopt the D or L configuration required of alternate<br />

chains in the APRS.) This was aided by extensive IR spectra of isotopic derivatives<br />

(NH, CD2; and ND, CD2) [97] and by Raman spectra [9S], which were important<br />

because macroscopic samples of oriented PGI could not be prepared.<br />

The conclusion from vibrational analysis that PGI has an APRS structure was<br />

based on a detailed TDC study of the aniide I mode splittings for the APPS as<br />

compared with the APRS as a function of the axial shift between adjacent chain<br />

[19]. No reasonable shift values for the APPS were in agreement with experiment,<br />

whereas the APRS gave excellent agreement for a shift of 0 A, exactly that indicated<br />

by the electron diffraction analysis [94]. This structure (Figure 5-3) has a<br />

center of inversion and therefore the mutual exclusion rule applies, giving the<br />

following symmetry species and activity [ 191: As-21 modes, Raman; A,-20 modes,<br />

IR( 11); Bg-21 modes, Rainan; Bu-19 modes, IR(I). The results of the normal mode<br />

analysis [96] give an overall rnis error of 6.1 cm-', comparable with that for P-PLA.<br />

(The force field for p-PLA was in fact refined from that for PGI [80].) A description<br />

of the amide modes of PGI is given in Table 5-7.<br />

The splitting of the amide I modes, somewhat smaller than for the APPS structure,<br />

is again due to TDC: in its absence the calculated frequencies are 1684 (Ag),<br />

1677 (Au), 1676 (Bg), and 1674 (B,) cm-I. Compared with APPS PLA, CTN d<br />

now makes a noticeable contribution to the eigenvector.<br />

The amide I1 modes, which are probably at a lower frequency because of the<br />

weaker hydrogen bonds, are also split by the TDC interactions: in their absence<br />

the calculated modes are at 1534 (Ag), 1535 (A"), 1559 (Bg), and 1559 (B,]) cni-'.<br />

The absence of clearly observed high-frequency modes, particularly an IR band<br />

near the expected frequency of 1572 cm-I, raises a very important point: it is necessary<br />

to be able to predict intensities as well as frequencies. Intensities require<br />

knowledge of dipole derivatives (Eq. (5-4)), but since they also depend on correct<br />

eigenvectors (Eq. (5-5)) they provide an independent test of the force field. Such an<br />

1R intensity calculation has been done on PGI [20], and the results show that the B,<br />

amide I1 mode is indeed predicted to be very weak, in agreement with observation.<br />

The amide I11 mode region is quite complex, with mainly NH ib, CN s contributing<br />

near 1300 and 1200 ciii-', where only weak bands are observed. In the<br />

'expected' region (1300-1200 cm-'), the strong bands are due to CH? twist (tw)-<br />

dominated vibrations. The NH ib contributions now extend to bands about 1400<br />

and below 1200 cm-' .<br />

The amide V mode is at a similar frequency to that in ,!I-PLA, even though the<br />

PGI hydrogen bond is weaker. This may be because of the large CN t contribution<br />

and/or the somewhat different nature of the modes.<br />

5.4.1.3 Parallel-Chain Structures<br />

Parallel-Chain Pleated Sheet<br />

Although there are no known PPS polypeptides, this general structure is found<br />

in proteins [2] and in some tripeptides. in two of which it has been the subject of<br />

detailed vibrational analyses [75, 771. The excellent prediction of observed I R and

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