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Unified equation for access to rate constants of first-order reactions in dynamic and on-column reaction chromatography

机译:动态和柱上反应色谱中访问一级反应速率常数的统一方程式

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摘要

A unified equation to evaluate elution profiles of reversible as well as irreversible (pseudo-) first-order reactions in dynamic chromatography and on-column reaction chromatography has been derived. Rate constants k(1) and k(-1) and Gibbs activation energies are directly obtained from the chromatographic parameters (retention times t(R)(A) and t(R)(B) of the interconverting or reacting species A and B, the peak widths at half-height w(A) and w(B), and the relative plateau height h(p)), the initial amounts A(o) and Bo of the reacting species, and the equilibrium constant K-A/B. The calculation of rate constants requires only a few iterative steps without the need of performing a computationally extensive simulation of elution profiles. The unified equation was validated by comparison with a data set of 125 000 simulated elution profiles to confirm the quality of this equation by statistical means and to predict the minimal experimental requirements. Surprisingly, the recovery rate from a defined data set is on average 35% higher using the unified equation compared to the evaluation by iterative computer simulation.
机译:推导了一个统一的方程式,用于评估动态色谱和柱上反应色谱中可逆和不可逆(伪)一级反应的洗脱曲线。速率常数k(1)和k(-1)以及吉布斯活化能直接从色谱参数(互变或反应物种A和B的保留时间t(R)(A)和t(R)(B)得出,半高w(A)和w(B)的峰宽以及相对平稳高度h(p)),反应物种的初始量A(o)和Bo以及平衡常数KA / B 。速率常数的计算仅需要几个迭代步骤,而无需对洗脱曲线进行大量的计算模拟。通过与125 000个模拟洗脱曲线的数据集进行比较来验证统一方程,以通过统计手段确认该方程的质量并预测最低的实验要求。出乎意料的是,与通过迭代计算机模拟进行的评估相比,使用统一方程式从定义的数据集中恢复的平均速度要高出35%。

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