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Model of 2,3-bisphosphoglycerate metabolism in the human erythrocyte based on detailed enzyme kinetic equations: equations and parameter refinement.

机译:基于详细的酶动力学方程式:方程式和参数细化,在人红细胞中的2,3-双磷酸甘油酸代谢模型。

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摘要

Over the last 25 years, several mathematical models of erythrocyte metabolism have been developed. Although these models have identified the key features in the regulation and control of erythrocyte metabolism, many important aspects remain unexplained. In particular, none of these models have satisfactorily accounted for 2,3-bisphosphoglycerate (2,3-BPG) metabolism. 2,3-BPG is an important modulator of haemoglobin oxygen affinity, and hence an understanding of the regulation of 2,3-BPG concentration is important for understanding blood oxygen transport. A detailed, comprehensive, and hence realistic mathematical model of erythrocyte metabolism is presented that can explain the regulation and control of 2,3-BPG concentration and turnover. The model is restricted to the core metabolic pathways, namely glycolysis, the 2,3-BPG shunt and the pentose phosphate pathway (PPP), and includes membrane transport of metabolites, the binding of metabolites to haemoglobin and Mg(2+), as well as pH effects on key enzymic reactions and binding processes. The model is necessarily complex, since it is intended to describe the regulation and control of 2,3-BPG metabolism under a wide variety of physiological and experimental conditions. In addition, since H(+) and blood oxygen tension are important external effectors of 2,3-BPG concentration, it was important that the model take into account the large array of kinetic and binding phenomena that result from changes in these effectors. Through an iterative loop of experimental and simulation analysis many values of enzyme-kinetic parameters of the model were refined to yield close conformity between model simulations and 'real' experimental data. This iterative process enabled a single set of parameters to be found which described well the metabolic behaviour of the erythrocyte under a wide variety of conditions.
机译:在过去的25年中,已经开发了几种红细胞代谢的数学模型。尽管这些模型已经确定了红细胞代谢调控的关键特征,但许多重要方面仍无法解释。特别是,这些模型都不能令人满意地说明2,3-双磷酸甘油酸酯(2,3-BPG)的代谢。 2,3-BPG是血红蛋白氧亲和力的重要调节剂,因此,对2,3-BPG浓度的调节的了解对于了解血氧的运输很重要。提出了详细,全面,因而现实的红细胞代谢数学模型,该模型可以解释2,3-BPG浓度和周转率的调控。该模型仅限于核心代谢途径,即糖酵解,2,3-BPG分流和磷酸戊糖途径(PPP),包括代谢物的膜运输,代谢物与血红蛋白和Mg(2+)的结合,如以及pH对关键酶反应和结合过程的影响。该模型必须很复杂,因为它旨在描述各种生理和实验条件下2,3-BPG代谢的调控。另外,由于H(+)和血氧张力是2,3-BPG浓度的重要外部效应器,因此重要的是,模型必须考虑到因这些效应器的变化而引起的大量动力学和结合现象。通过实验和仿真分析的迭代循环,对模型的酶动力学参数的许多值进行了优化,以使模型仿真与“真实”实验数据之间具有紧密的一致性。该迭代过程使得能够找到一组参数,这些参数很好地描述了在多种条件下红细胞的代谢行为。

著录项

  • 作者

    Mulquiney, P J; Kuchel, P W;

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  • 年度 1999
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  • 原文格式 PDF
  • 正文语种 en
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