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碳-13核磁共振在核酸片段构象分析中的应用。4. DNA组分中围绕C3'-O3'键的扭转角分布。

Carbon-13 NMR in conformational analysis of nucleic acid fragments. 4. The torsion angle distribution about the C3'-O3' bond in DNA constituents.

作者信息

Lankhorst P P, Haasnoot C A, Erkelens C, Westerink H P, van der Marel G A, van Boom J H, Altona C

出版信息

Nucleic Acids Res. 1985 Feb 11;13(3):927-42. doi: 10.1093/nar/13.3.927.

Abstract

Carbon-13 and proton NMR spectra of a series of oligodeoxynucleotides (d(CT), d(CC), d(TA), d(AT), d(CG), d(GC), d(AG), d(AAA), d(TATA) and d(GGTAAT] were measured at various temperatures. The three coupling constants that are related to the magnitude of backbone angle epsilon (J(C4'-P), J(C2'-P) and J(H3'-P] are analyzed in terms of a three-state equilibrium about this bond. Two epsilon (trans) angles occur, which differ in magnitude depending on the conformation (N or S) of the adjoining deoxyribose ring. The S-type deoxyribose ring is associated with a smaller epsilon (trans) angle: epsilon (t,S) = 192 degrees. The N-type deoxyribose ring is associated with a larger epsilon (trans) angle epsilon (t,N) = 212 degrees. The third rotamer participating in the conformational equilibrium, is a gauche(-) (epsilon (-] conformer and occurs exclusively in combination with the S-type sugar ring (epsilon (-,S) = 266 degrees). Within the limits of experimental error, the magnitude of these three angles appears to be independent of the particular base sequence, except in the case of d(CG) where a slightly larger epsilon (t,S) angle (197 degrees) is indicated. A simple equation is proposed which may be used to calculate the population of epsilon (t,S) conformer in cases where only J(H3'-P) is known.

摘要

在不同温度下测量了一系列寡脱氧核苷酸(d(CT)、d(CC)、d(TA)、d(AT)、d(CG)、d(GC)、d(AG)、d(AAA)、d(TATA)和d(GGTAAT))的碳-13和质子核磁共振谱。根据围绕该键的三态平衡分析了与主链角ε大小相关的三个耦合常数(J(C4'-P)、J(C2'-P)和J(H3'-P))。出现了两个ε(反式)角,其大小因相邻脱氧核糖环的构象(N或S)而异。S型脱氧核糖环与较小的ε(反式)角相关:ε(t,S)=192°。N型脱氧核糖环与较大的ε(反式)角ε(t,N)=212°相关。参与构象平衡的第三个旋转异构体是gauche(-)(ε(-)构象异构体),并且仅与S型糖环结合出现(ε(-,S)=266°)。在实验误差范围内,这三个角的大小似乎与特定的碱基序列无关,除了d(CG)的情况,其中显示出稍大的ε(t,S)角(197°)。提出了一个简单的方程,可用于在仅知道J(H3'-P)的情况下计算ε(t,S)构象异构体的丰度。

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本文引用的文献

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Molecular structure of the octamer d(G-G-C-C-G-G-C-C): modified A-DNA.
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