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应用 Plackett-Burman 设计优化基于糖蜜的培养基中黑曲霉发酵菊粉酶的实验数据的预测建模和敏感性分析。

Predictive modeling and sensitivity analysis to estimate the experimental data of inulinase fermentation by Aspergillus niger grown on sugar beet molasses-based medium optimized using Plackett-Burman Design.

机构信息

Department of Food Engineering, Faculty of Engineering, Akdeniz University, Antalya, Turkey.

出版信息

Biotechnol Appl Biochem. 2022 Dec;69(6):2399-2421. doi: 10.1002/bab.2291. Epub 2021 Dec 17.

DOI:10.1002/bab.2291
PMID:34847250
Abstract

The present work aimed to model Aspergillus niger inulinase fermentation performed in the medium using sigmoidal functions, validate the selected models using an independent set of the experimental values, and perform a sensitivity analysis of the selected models. Based on the results, the selected models were Stannard and Fitzhugh models for substrate consumption (R = 0.9976 and 0.9974, respectively), Huang model for inulinase production (R  = 0.9967), Weibull model for invertase-type production (R = 0.9963), and modified logistic model for invertase-type activity/inulinase activity ratio (R  = 0.9292) with high R values (>0.90). Kinetics predicted by particularly selected models mentioned above fit well with the experimental kinetic results. Besides, validation of the selected models with an independent set of the experimental data indicated that they gave satisfying results with high R values for consumption and production (R  > 0.90). Sensitivity analysis of the selected models showed that the yielded R values (R  ≥ 0.9775) were in good agreement with those obtained from the selected models. Consequently, A. niger inulinase fermentation was successfully modeled and the selected models were successfully validated with an independent set of the observed data. Besides, the sensitivity analysis also verified the reliability of the selected models. Those models can serve as universal equations to describe the A. niger inulinase fermentation.

摘要

本工作旨在使用 sigmoidal 函数对黑曲霉菊粉酶发酵进行建模,使用实验值的独立集验证所选模型,并对所选模型进行敏感性分析。基于结果,选择的模型分别为底物消耗的 Stannard 和 Fitzhugh 模型(分别为 R = 0.9976 和 0.9974)、黄氏模型用于菊粉酶生产(R = 0.9967)、韦布尔模型用于转化酶型生产(R = 0.9963)和改良的 logistic 模型用于转化酶型活性/菊粉酶活性比(R = 0.9292),具有较高的 R 值(>0.90)。特别选择的上述模型预测的动力学与实验动力学结果吻合良好。此外,用实验数据的独立集验证所选模型表明,它们的 R 值较高(R >0.90),结果令人满意。所选模型的敏感性分析表明,得到的 R 值(R ≥0.9775)与所选模型得到的 R 值非常吻合。因此,成功地对黑曲霉菊粉酶发酵进行了建模,并用观察到的数据的独立集成功地验证了所选模型。此外,敏感性分析还验证了所选模型的可靠性。这些模型可以作为描述黑曲霉菊粉酶发酵的通用方程。

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