Addressing mathematical discrepancies in the adsorption model of Hashem et al. (2024): A technical commentary

Guilherme Malafaia
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Abstract

This letter provides a critical technical analysis of the application of the Freundlich isotherm in the study by Hashem et al. (2024), entitled "Chromium adsorption capacity from tannery wastewater on thermally activated adsorbent derived from kitchen waste biomass." While the study presents an innovative approach by utilizing pumpkin peel as an adsorbent for chromium removal, a critical issue was identified in the formulation and application of the Freundlich isotherm. The authors presented an incorrect mathematical modification of the isotherm, which significantly impacts the validity of the adsorption parameters derived, such as KF and 1/n, and ultimately affects the conclusions drawn about the system's adsorption capacity. Additionally, the assertion that the adsorption process can continue indefinitely is fundamentally flawed based on the principles of adsorption thermodynamics. This letter aims to rectify these discrepancies by revisiting the correct formulation of the Freundlich isotherm and highlighting the importance of accurate mathematical modeling in ensuring scientifically sound and replicable results. Despite these issues, the study remains a valuable contribution to the field, and the suggested revisions would further strengthen its impact.
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解决 Hashem 等人(2024 年)的吸附模型中存在的数学差异:技术评论
本信对 Hashem 等人(2024 年)题为 "从厨房垃圾生物质中提取的热激活吸附剂对制革废水中铬的吸附能力 "的研究中 Freundlich 等温线的应用进行了重要的技术分析。该研究提出了一种利用南瓜皮作为吸附剂去除铬的创新方法,但在 Freundlich 等温线的制定和应用中发现了一个关键问题。作者对等温线进行了错误的数学修正,这严重影响了得出的吸附参数(如 KF 和 1/n)的有效性,并最终影响了对系统吸附能力得出的结论。此外,根据吸附热力学原理,吸附过程可以无限期持续下去的说法也存在根本性的错误。这封信旨在通过重新审视 Freundlich 等温线的正确表述来纠正这些差异,并强调准确的数学建模对于确保科学合理和可复制结果的重要性。尽管存在这些问题,该研究仍然是对该领域的宝贵贡献,建议的修订将进一步加强其影响力。
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