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Irreversible Port-Hamiltonian Formulation of some Non-isothermal Electrochemical Processes

机译:非等温电化学过程的不可逆的哈密顿方程

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Electrochemical processes have been developed for a wide range of applications such as, mineral refining, water purification, energy storage and generation. The development of models to describe these processes is very important for their analysis, optimization and operation. The framework of irreversible port-Hamiltonian systems has proven to be an important tool to analyze and integrate thermal models with models of different domains. This work discusses the modeling of non-isothermal electrochemical processes as irreversible port-Hamiltonian systems. An irreversible port-Hamiltonian model based on the internal energy function is derived for a simple but general example. The irreversible model is obtained from the molar and charge balance equations combined with the entropy balance equation. The resulting model can be interpreted as a thermodynamic system and aspects such as entropy production, thermodynamic driving forces and intensive/extensive variables are encoded in the representation. An electrochemical process with two simultaneous reactions is considered to illustrate the approach. The interconnection with a resistive load is also considered to illustrate the benefit of the port-based formulation of the model.
机译:已经开发出电化学方法以用于广泛的应用,例如矿物精制,水净化,能量存储和发电。描述这些过程的模型的开发对其分析,优化和操作非常重要。不可逆的哈密顿系统框架已被证明是分析和整合热模型与不同领域模型的重要工具。这项工作讨论了非等温电化学过程建模为不可逆的哈密顿体系。对于一个简单但通用的例子,得出了基于内部能量函数的不可逆的哈密尔顿模型。不可逆模型是从摩尔和电荷平衡方程与熵平衡方程相结合获得的。生成的模型可以解释为热力学系统,并且在表示中将诸如熵产生,热力学驱动力和密集/广泛变量等方面编码。考虑具有两个同时反应的电化学过程来说明该方法。还考虑了具有阻性负载的互连,以说明基于端口的模型表示的好处。

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