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A Karplus equation for ~3J_(HCCN) in amino sugar derivatives

机译:氨基糖衍生物中〜3J_(HCCN)的Karplus方程

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The 1H-15N coupling constants of a suite of organic-soluble amino sugar derivatives have been measured by one-dimensional and two-dimensional 1H/15N heteronuclear single quantum,multiple bond correlation (HSQMBC),and the values so obtained are compared with those measured by analysis of 1H spectra of 15N-labeled amino sugar derivatives.A number of bicyclic amino sugar models have been studied,including methyl 2- (and 3-)amino-4,6-O-benzylidene-2- (and 3-)deoxy-alpha-D-hexopyranosides in chair or skew conformations,and methyl 2,6-anhydro-3-deoxy-3-phthalimido-alpha-D-mannopyranoside in a locked,almost classical boat conformation.The magnitudes of the vicinal 1H-15N coupling constants ~3J_(HCCN) have been correlated with 1H/15N dihedral angles phi computed for the favored conformations by molecular dynamics with molecular mechanics energy minimization.Nonlinear regression of the coupling constants on the dihedral angles has yielded a Karplus equation: ~3J_(HCCN) = 3.1 cos2 phi - 0.6 cos phi + 0.4.The coefficients of the terms in this equation have been compared with those reported for 15 other pairs of nuclei,and the coefficient of the important cos2 phi term found to be numerically smallest for ~3J_(HCCN).
机译:通过一维和二维1H / 15N异核单量子多键相关性(HSQMBC)测量了一组有机可溶性氨基糖衍生物的1H-15N耦合常数,并将所得值与这些值进行比较。通过分析15N标记的氨基糖衍生物的1H光谱进行测定。研究了许多双环氨基糖模型,包括甲基2-(和3-)氨基-4,6-O-亚苄基-2-(和3-椅子或偏斜构型中的脱氧-α-D-己吡喃糖苷,以及锁着的,几乎是经典的船形中的甲基2,6-脱水-3-脱氧-3-邻苯二甲酰亚胺基-α-D-甘露吡喃糖苷。邻位1H的大小-15N耦合常数〜3J_(HCCN)与1H / 15N二面角phi相关联,分子动力学使分子动力学最小化,从而为有利构象计算出了有利的构象。二面角上耦合常数的非线性回归产生了一个Karplus方程:〜 3J_(HCCN)= 3.1 cos2 phi-0.6 cos phi + 0.4。已将该方程式中的项的系数与其他15对原子核所报告的项进行了比较,发现重要的cos2 phi项的系数在数值上对于〜3J_(HCCN)最小。

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