利用动力学数据增强基因组尺度代谢模型:解决大肠杆菌生长和柠檬酸盐生产的权衡。

IF 2.8 Q2 MATHEMATICAL & COMPUTATIONAL BIOLOGY
Bioinformatics advances Pub Date : 2025-07-12 eCollection Date: 2025-01-01 DOI:10.1093/bioadv/vbaf166
Jorge Lázaro, Arin Wongprommoon, Jorge Júlvez, Stephen G Oliver
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引用次数: 0

摘要

摘要:代谢模型是分析和预测细胞特征如生长、基因必要性和产物形成的有价值的工具。在各种类型的代谢模型中,两个突出的类别是基于约束的模型和动力学模型。基于约束的模型通常代表了生物体代谢反应的一个大子集,并结合了反应化学计量学、基因调控和恒定的通量界限。然而,他们的分析仅限于稳态条件,使得难以优化竞争目标函数。相比之下,动力学模型提供了详细的动力学信息,但仅限于较小的代谢反应子集,仅为生物体代谢的一小部分提供精确的预测。为了解决这些限制,我们提出了一种混合方法,通过使用动力学数据重新定义基因组尺度约束模型中的通量界限,将这些建模框架集成在一起。我们将这种方法应用于基于约束的大肠杆菌模型,检测其野生型和用于生产柠檬酸盐的转基因菌株。结果表明,强化后的模型能得到更真实的反应通量边界。此外,通过将生长速率固定为来自动力学信息的值,我们解决了改良菌株中生长和柠檬酸酯产量之间的通量分歧,从而能够准确预测柠檬酸酯的产量。可用性和实现:为这项工作生成的Python代码可在:https://github.com/jlazaroibanezz/citrabounds获得。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Enhancing genome-scale metabolic models with kinetic data: resolving growth and citramalate production trade-offs in Escherichia coli.

Summary: Metabolic models are valuable tools for analyzing and predicting cellular features such as growth, gene essentiality, and product formation. Among the various types of metabolic models, two prominent categories are constraint-based models and kinetic models. Constraint-based models typically represent a large subset of an organism's metabolic reactions and incorporate reaction stoichiometry, gene regulation, and constant flux bounds. However, their analyses are restricted to steady-state conditions, making it difficult to optimize competing objective functions. In contrast, kinetic models offer detailed kinetic information but are limited to a smaller subset of metabolic reactions, providing precise predictions for only a fraction of an organism's metabolism. To address these limitations, we proposed a hybrid approach that integrates these modeling frameworks by redefining the flux bounds in genome-scale constraint-based models using kinetic data. We applied this method to the constraint-based model of Escherichia coli, examining both its wild-type form and a genetically modified strain engineered for citramalate production. Our results demonstrate that the enriched model achieves more realistic reaction flux boundaries. Furthermore, by fixing the growth rate to a value derived from kinetic information, we resolved a flux bifurcation between growth and citramalate production in the modified strain, enabling accurate predictions of citramalate production rates.

Availability and implementation: The Python code generated for this work is available at: https://github.com/jlazaroibanezz/citrabounds.

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