1999
DOI: 10.1021/ja990627l
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Theoretical Studies toward Quantitative Protein Circular Dichroism Calculations

Abstract: Proteins have characteristic circular dichroism spectra in the far-ultraviolet, depending on their secondary structure content. Perhaps the most distinctive spectrum is that of α-helical proteins, with an intense positive band centered about 190 nm and a negative, double-peaked band with minima at 208 and 220 nm. Traditionally, calculations of such spectra from first principles have involved parametrizations of the charge distributions associated with the electronic states and transitions of the constituent ch… Show more

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Cited by 161 publications
(231 citation statements)
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“…2a). One possible explanation for this band is that the serine residue disrupts the normal ␤-sheet structure of the protein, leading to the formation of a ''␤ -bulge'' (15,16). Should such a bulge form, the closest tryptophan (Trp-42) would become more solvent-exposed, resulting in a redshift of the emission maximum for the tryptophan fluorescence (14,17).…”
Section: Resultsmentioning
confidence: 99%
“…2a). One possible explanation for this band is that the serine residue disrupts the normal ␤-sheet structure of the protein, leading to the formation of a ''␤ -bulge'' (15,16). Should such a bulge form, the closest tryptophan (Trp-42) would become more solvent-exposed, resulting in a redshift of the emission maximum for the tryptophan fluorescence (14,17).…”
Section: Resultsmentioning
confidence: 99%
“…29,32 Monopoles for each transition between electronic states were determined by fitting their electrostatic potential to reproduce the ab initio electrostatic potential for that transition so that the least-squares difference is minimized (typically within 5%). The parameter set 24 consists of 32 monopoles for the amide n f π* transition all at a distance of 0.1 Å from the C, N, O, and H atoms (forming a cube around each atom), and 20 monopoles for the π f π* transition, with one charge situated at each atom center and four around each center at a distance of 0.05 Å (all in the peptide plane). To calculate the electric and magnetic transition dipole moments of electronic transitions in proteins, the matrix method [33][34][35][36] is commonly used.…”
Section: Theoretical Methodsmentioning
confidence: 99%
“…2A). Although these observations indicate that there is not a substantial change in the net secondary-structure content of the protein, some change in local secondary structure remains possible due to complexities in the spectral properties of short ␤-strand structures (59). CD shows that thermal unfolding proceeds via a single transition (Fig.…”
Section: Conformational Change In Alkbmentioning
confidence: 96%