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首页> 外文期刊>Journal of the American Society of Brewing Chemists >Modeling Yeast in Suspension during Laboratory and Commercial Fermentations to Detect Aberrant Fermentation Processes
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Modeling Yeast in Suspension during Laboratory and Commercial Fermentations to Detect Aberrant Fermentation Processes

机译:在实验室和商业发酵过程中对悬浮酵母进行建模,以检测异常发酵过程

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摘要

Understanding yeast dynamics during fermentation is important for quality control, whether monitoring fermentation consistency or identifying aberrant events, such as premature yeast flocculation (PYF). Previous models of fermentation dynamics tend to be parameter rich and require large time series, which are rare in industry. This research investigates five simpler models to 1) describe fermentation dynamics, 2) refine quality control sampling regimes to improve model fit, and 3) identify PYF fermentations. The ability of these models to describe yeast dynamics was evaluated using model fitting with time series data and Akaike Information Criterion (AIC) model selection. Data simulated from large time series was used with this model fitting approach to improve sampling schedules without increasing sampling effort. Lastly, PYF was identified in fermentations of fungal-contaminated malt using linear discriminant analysis (LDA). For large data sets, a four-parameter extension of the normal curve performed best while smaller data sets were better described by the 2-parameter gamma model. Moving sampling effort nearer the population peak improved model fits. Lastly, all models detected PYF, however the two-parameter gamma model provided a simple metric for distinguishing PYF. This research provides guidelines on appropriate model use, improving sampling regimes, and identifying PYF.
机译:无论是监测发酵的一致性还是识别异常事件,例如过早的酵母絮凝(PYF),了解发酵过程中的酵母动力学对于质量控制都很重要。以前的发酵动力学模型往往具有丰富的参数,并且需要较长的时间序列,这在工业上是罕见的。这项研究调查了以下五个更简单的模型:1)描述发酵动力学; 2)完善质量控制采样方案以提高模型拟合度; 3)识别PYF发酵。使用具有时间序列数据的模型拟合和Akaike信息准则(AIC)模型选择,评估了这些模型描述酵母动力学的能力。通过这种模型拟合方法,可以使用从较大时间序列模拟的数据来改善采样进度,而无需增加采样工作量。最后,使用线性判别分析(LDA)在真菌污染的麦芽发酵中鉴定了PYF。对于大数据集,法线曲线的四参数扩展效果最佳,而两参数伽马模型可以更好地描述较小的数据集。将抽样工作移到人口峰值附近,改善了模型拟合。最后,所有模型都检测到PYF,但是两参数伽马模型为区分PYF提供了一个简单的指标。这项研究提供了有关适当使用模型,改进采样方案以及确定PYF的指南。

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