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吡哆胺(PM)能够清除生物体新陈代谢过程中产生的活性二羰基化合物,此类化合物能与体内的氨基酸作用生成有毒的吡咯类化合物。本文用密度泛函理论B3LYP方法在6-31G*基组水平上,研究了PM与OPA反应的机理。计算结果表明,该反应可通过两个连续的步骤完成。首先,通过竞争反应生成一个四氢吡咯类化合物;随后,该化合物经过平行反应脱水生成最终产物。理论上,反应过程中还有可能生成亚胺类化合物,但计算结果表明其为副反应。最后,本文讨论了空间位阻效应对反应性质的影响。所有计算结果与实验结果非常吻和。  相似文献   
2.
Both a molecule dynamic study and a combined quantum mechanics and mole-cule mechanics(QM/MM) study on the acetylating deactivation mechanism of isoniazid were presented.This type of reaction was catalyzed by arylamine N-acetyltransferases(NATs) and the results strongly support a direct acetyl group transfer process rather than a stepwise one.The isoniazid was strictly restrained in proper relative position to accept the acetyl group by a Hydrogen-bond network formed by the residues at the active center.The residues,His110 and Cys70,would be functioned as 'general base' rather than 'general acid'.If all the residues(including H2O molecules) were removed from the system,the activation energy will be increased from 145.1 to 243.3 kJ/mol.The calculations met the experimental data with good agreement.  相似文献   
3.
采用折射率法测定了非水微乳体系{N,N-二甲基乙酰胺(DMA)/二(2-乙基己基)琥珀酸酯磺酸钠(AOT)/正辛烷}在不同DMA与AOT摩尔比ωs时的温度-折射率(T-n)共存曲线, 并根据曲线推导出临界指数β和指前因子B. 结果表明, 临界组成φc(即DMA和AOT的体积之和在总体积中所占的分数)随ωs的增加而降低, 而临界温度Tc随ωs增加而增大; 临界指数β与ωs无关, 其数值趋近于Fisher重整化理论值(0.365); 与体系有关的指前因子B随ωs的增加而增大.  相似文献   
4.
The transfer of lanthanum ion facilitated by diantipyrylmathane (DAM) across the water/nitrobenzene (w/nb) interface and the adsorption of emulsifier OP at the w/nb interface has been studied by the cyclic voltammetry.The mechanism of the charge transfer reactions is discussed.It has been concluded that the transfer of rare earth metal ion (La3+) facilitated by neutral ionophore (DAM) at the w/nb interface is E mechanism and the nonionic surfactant (emulsifier OP) can participate in the charge transfer process as an ionophore,charge transfer catalyst and inhibitor.  相似文献   
5.
采用折射率法在离临界温度7 K的范围内测定N,N-二甲基乙酰胺(DMA)与二-(2-乙基己基)琥珀酸酯磺酸钠(AOT)摩尔比为3.46的非水微乳体系(DMA+AOT+正辛烷)的温度-折射率(T-n)共存曲线, 利用标准曲线转化为温度-体积分数(T-φ)共存曲线和温度-有效体积分数(T-ψ)共存曲线, 进而求得临界指数β. 研究结果表明, 该体系的临界指数β与已经报道的微乳液不同, 在较宽的温度范围内均符合Fisher重整化理论值0.365. 分析实验数据, 获得指数因子B、Wegner校正项因子B1和共存曲线的直径籽d, 并讨论所选择的序参量的优劣性.  相似文献   
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