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252 5 Vibvritional <strong>Spect</strong>roscopji of Polvpeptides<br />

small one in NMA-(HzO)?. (It is not clear why NH ib makes no contribution in<br />

NMA-(FA)z [63].) The position and nature of this mode is variable in polypeptides<br />

[5], since NH ib contributes significantly to a number of normal modes in the 1400-<br />

1200 cn-' region, with tlie mixing being dependent on tlie side-chain structure.<br />

The amide IV mode is a mixture of CO ib and CC s in NMA, although the latter<br />

contribution is often replaced by other coordinates in polypeptide structures [j]. This is<br />

an example of a peptide group mode that is not in general localized and well defined.<br />

The ainide V mode, on the other hand, seems to be a characteristic band of<br />

hydrogen-bonded peptide groups, although an unusual feature seems not to have<br />

been noted previously. This mode, which is generally a combination of CN t and<br />

NH out-of-plane bend (ob), has been assigned to a band near 725 cm-' in neat<br />

NMA [65, 661 and possibly -750 cni-' in aqueous NMA [69]. It is found to have a<br />

counterpart, the amide VII mode, calculated at -200 cm-' [54, 55, 51 and observed<br />

near this frequency [62, 701. However, ah iriitio calculations on an isolated molecule<br />

[57, 591 produce only a single CN t, NH ob mode at -400 cn-', consistent with an<br />

observed Ar-matrix band at 391 cnir' [71]. The increase in the NH ob force constant<br />

of an isolated molecule needed to give a hydrogen-bonded frequency in the<br />

700 cm-' region apparently divides the contributions of these coordinates between<br />

the two frequency regions. Isolated molecules also exclude the contributions from<br />

hydrogen-bond deformation modes (see Table 5-1).<br />

The amide VI mode is predominantly CO ob, with a significant CCH3 outof-plane<br />

rock (or) contribution. This, of course, cannot be represented in a CH3<br />

point-mass model [5]. The nature of this mode is also significantly dependent on<br />

conformation in polypeptide structures [5].<br />

5.3.2 Blocked Dipeptides<br />

Although the analysis of NMA serves to introduce the representative types of<br />

characteristic modes of the peptide group, it does not provide insights into how<br />

these modes might be influenced by varying conforniational interactions between<br />

adjacent groups, such as can occur in polypeptide chains. For this purpose it is<br />

useful to examine the modes of a blocked dipeptide, such as N-acetyl-L-alanine-Ninethylamide,<br />

the Ala dipeptide. This was first done for just the amide I and amide<br />

I11 modes using a fixed empirical force field and no TDC [72], so the conclusions are<br />

necessarily limited. Better insights can be obtained from an ab iriirio study of four<br />

non-hydrogen-bonded conformers of this molecule [33].<br />

In Table 5-2 we show the calculated aniide I, 11, 111, and V frequencies and PEDs<br />

of the four non-hydrogen-bonded conformers of the Ala dipeptide, which differ<br />

mainly in the values of the p(NCa), $(C"C) torsion angles (see Figure 5-1). (The<br />

amide IV and VI modes are no longer distinguishable as relatively pure modes, CO<br />

ib and CO ob contributing significantly and mixing with other coordinates in the<br />

region of -830-515 cm-' [33].) It should be noted that in this calculation the 4-21<br />

ah iizitio force constants were scaled with six general scale factors, so the frequencies<br />

are not necessarily representative of true experimental values. However, the changes<br />

in frequency should be indicative of the effects of changes in conformation.

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