开发批量厌氧消化的质量守恒原子数学模型:框架与局限性

B. P. Gandhi, A. Lag-Brotons, Lawrence I Ezemonye, Kirk T. Semple, Alastair D Martin
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摘要

已经开发了多种数学模型来模拟厌氧消化(AD)过程的生物化学和物理化学方面,以处理有机废物并产生沼气。然而,所有这些模型,包括最广为接受和实施的厌氧消化模型 1 号,仍然无法充分体现厌氧消化的物料平衡,因此本质上无法实现物料守恒。缺乏稳健的质量守恒限制了通过对经验数据进行回归估计的任何动力学参数的可靠估计。为了解决这个问题,目前的工作包括开发一个质量守恒原子数学模型的 "框架",该模型能够实现质量守恒,相对误差在机器精度值范围内,原子平衡的相对误差为±0.02%,同时遵守亨利定律和电中性原则。该研究在 Excel 电子表格中实施了该模型,并利用批量研究得出的经验数据对模型进行了校准。虽然该模型通过检查评估显示出很高的保真度,但考虑到包括模型和实施平台的缺点在内的一些限制因素,该研究还提供了一份非详尽的限制因素清单和进一步的发展空间。
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Development of Mass-Conserving Atomistic Mathematical Model for Batch Anaerobic Digestion: Framework and Limitations
A variety of mathematical models have been developed to simulate the biochemical and physico-chemical aspects of the anaerobic digestion (AD) process to treat organic wastes and generate biogas. However, all these models, including the most widely accepted and implemented Anaerobic Digestion Model No.1, remain incapable of adequately representing the material balance of AD and are therefore inherently incapable of material conservation. The absence of robust mass conservation constrains reliable estimates of any kinetic parameters being estimated by regression of empirical data. To address this issue, the present work involved the development of a “framework” for a mass-conserving atomistic mathematical model which is capable of mass conservation, with a relative error in the range of machine precision value and an atom balance with a relative error of ±0.02% whilst obeying the Henry’s law and electroneutrality principle. Implementing the model in an Excel spreadsheet, the study calibrated the model using the empirical data derived from batch studies. Although the model shows high fidelity as assessed via inspection, considering several constraints including the drawbacks of the model and implementation platform, the study also provides a non-exhaustive list of limitations and further scope for development.
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