1986
DOI: 10.1080/07391102.1986.10507647
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Conformational Studies of Nucleic Acids: IV. The Conformational Energetics of Oligonucleotides: d(ApApApA) and ApApApA

Abstract: Utilizing a new method for modeling furanose pseudorotation (D. A. Pearlman and S.-H. Kim, J. Biomol. Struct. Dyn. 3, 85 (1985)) and the empirical multiple correlations between nucleic acid torsion angles we derived in the previous report (D. A. Pearlman and S.-H. Kim, previous paper in this issue), we have made an energetic examination of the entire conformational spaces available to two nucleic acid oligonucleotides: d(ApApApA) and ApApApA. The energies are calculated using a semi-empirical potential functio… Show more

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Cited by 17 publications
(6 citation statements)
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“…Therefore, considering that there is a smaller number of points in the graphics related to the GROMOS systems, one can conclude that the dispersion of the R/γ angles was indeed dramatically increased. Besides an extensive sampling of two local minima (g + /t and t/t), there was a significant population of the region g + /g -, which is described as an energetically disfavored region of the R/γ conformational landscape (5 kcal/mol 69 ). Also, since there is a "path" of points between the regions g + /t and t/t, there must be a very low energy barrier between these two states in the GROMOS force field, which allows the conformations to easily interconvert.…”
Section: Resultsmentioning
confidence: 99%
“…Therefore, considering that there is a smaller number of points in the graphics related to the GROMOS systems, one can conclude that the dispersion of the R/γ angles was indeed dramatically increased. Besides an extensive sampling of two local minima (g + /t and t/t), there was a significant population of the region g + /g -, which is described as an energetically disfavored region of the R/γ conformational landscape (5 kcal/mol 69 ). Also, since there is a "path" of points between the regions g + /t and t/t, there must be a very low energy barrier between these two states in the GROMOS force field, which allows the conformations to easily interconvert.…”
Section: Resultsmentioning
confidence: 99%
“…They are characterized by the following average torsion angles: α = 299°, β = 179° (B II : β = 143°), γ = 48°, δ = 133° (B II : δ = 143°), ϵ = 182° (B II : ϵ = 251°), and ζ = 263° (B II : ζ = 168°). While the B I /B II conformational variability involving ϵ and ζ torsion angles was extensively studied both experimentally and theoretically, much less is known about the structural and energetic changes involving other torsion angles, such as the α and γ torsions. However, the variations in these angles were shown to be important in complexes of DNA with ligands and proteins. …”
Section: Introductionmentioning
confidence: 99%
“…While the B I /B II conformational variability involving and torsion angles was extensively studied both experimentally [46][47][48][49] and theoretically, [50][51][52] much less is known about the structural and energetic changes involving other torsion angles, such as the R and γ torsions. [53][54][55] However, the variations in these angles were shown to be important in complexes of DNA with ligands and proteins. [56][57][58][59][60][61][62][63] In addition, an occurrence of irreversible R/γ backbone flips in B-DNA simulations longer than 10 ns 21,64,65 was observed when AMBER ff94 or ff99 was used.…”
Section: Introductionmentioning
confidence: 99%
“…Pearlman and Kim (26) systematically explored the conformational space of backbone torsions in dA 4 and rA 4 and found a strong correlation between a and g using an energy contour map. Beyond the canonical a/g: g±/g+, they noted the existence of other minima, such as a/g: t/t, t/g+ and g+/t, on the potential energy surface (PES).…”
Section: Introductionmentioning
confidence: 99%