GATES/GEB原理的物理化学和分析意义

A. Michałowska-Kaczmarczyk, T. Michałowski
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引用次数: 0

摘要

给出了元素平衡f12 = 2∙f(O) - f(H)线性组合的基本性质:Y1 = H时f1 = f(H), Y2 = O时f2 = f(O)。f12对电荷平衡(f0 = ChB)和其他元素和/或核心平衡的依赖性/独立性fk = f(Yk) (k = 3,…,k)是区分非氧化还原体系和氧化还原体系的一般标准。与氧化还原系统相关的f12是广义电子天平(GEB)的主要形式,在电解系统的广义方法(GATES)中,为氧化还原系统制定为GATES/GEB∧GATES。K天平f0,f12,f3,…,fK是解电解氧化还原体系所必需的,而K-1天平f0,f3,…,fK是解电解非氧化还原体系所需要的。在f0,f12,f3,…,fK集合中检查f12线性独立性/依赖性的恒等(0 = 0)过程(i)提供了区分氧化还原系统和非氧化还原系统的标准,(ii)指定了系统中特定组件中元素的氧化值(ONs),以及系统中形成的物种。一些化学概念,如氧化剂,还原剂,氧化数,等效质量,化学计量学,被认为是在盖茨的衍生物,指出。所有的信息都是在滴定过程(Ce(SO4)2 (C) + H2SO4 (C1) + CO2 (C2))的基础上得到的,使用迭代计算机程序MATLAB进行模拟。
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Physicochemical and Analytical Implications of GATES/GEB Principles
The fundamental property of electrolytic systems involved with linear combination f12 = 2∙f(O) – f(H) of elemental balances: f1 = f(H) for Y1 = H, and f2 = f(O) for Y2 = O, is presented. The dependency/independency of the f12 on Charge Balance (f0 = ChB) and other elemental and/or core balances fk = f(Yk) (k = 3,…,K) is the general criterion distinguishing between non-redox and redox systems. The f12 related to a redox system is the primary form of a Generalized Electron Balance (GEB), formulated for redox systems within the Generalized Approach to Electrolytic System (GATES) as GATES/GEB ⊂ GATES. The set of K balances f0,f12,f3,…,fK is necessary/ sufficient/needed to solve an electrolytic redox system, while the K-1 balances f0,f3,…,fK are the set applied to solve an electrolytic non-redox system. The identity (0 = 0) procedure of checking the linear independency/ dependency property of f12 within the set f0,f12,f3,…,fK (i) provides the criterion distinguishing between the redox and non-redox systems and (ii) specifies Oxidation Numbers (ONs) of elements in particular components of the system, and in the species formed in the system. Some chemical concepts, such as oxidant, reductant, oxidation number, equivalent mass, stoichiometry, perceived as derivative within GATES, are indicated. All the information is gained on the basis of the titration Ce(SO4)2 (C) + H2SO4 (C1) + CO2 (C2) ⇨ FeSO4 (C0) + H2SO4 (C01) + CO2 (C02), simulated with use of the iterative computer program MATLAB.
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