动力学同位素效应:描述亚硝酸盐依赖性甲烷厌氧氧化过程中底物的静态瑞利方程和基本动态同位素方程

V. Vavilin
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引用次数: 1

摘要

本文利用标准同位素动力学方程对氧化亚硝酸盐依赖性甲烷氧化(N-DAMO)的动力学模型进行了分析。传统的静态瑞利方程是由基本的动态同位素方程推导而来的,没有指定过程速率的特定函数。因此,关于底物的一阶方程只是瑞利方程求导中的一个特例。结果表明,碳同位素的主要分馏发生在亚硝酸盐厌氧氧化甲烷的微生物反应过程中,而不是发生在溶解甲烷向气相传质的物理过程中。与静态瑞利方程相反,稳定同位素分馏过程的动态描述在描述底物的平行转化时很重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
KINETIC ISOTOPIC EFFECT: STATIC RAYLEIGH EQUATION AND BASIC DYNAMIC ISOTOPE EQUATION FOR THE SUBSTRATE IN THE DESCRIPTION OF NITRITE-DEPENDENT ANAEROBIC OXIDATION OF METHANE
The article analyzes the results of modeling the dynamics of nitrite-dependent methane oxidation (N-DAMO) by Methylomirabilis oxyfera microorganisms using the standard isotope dynamic equations. Without specifying a specific function of the rate of the process, the traditional static Rayleigh equation is derived from the basic dynamic isotope equation. Thus, the equation of the 1st order in terms of the substrate is only a special case in the derivation of the Rayleigh equation. It was shown that the dominant fractionation of carbon isotopes occurs in the process of the microbiological reaction of anaerobic oxidation of methane by nitrite, and not in the physical process of mass transfer of dissolved methane into the gas phase. In contrast to the static Rayleigh equation, the dynamic description of the process of fractionation of stable isotopes is important when describing the parallel transformations of the substrate.
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