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Emergence of falsified kinetics as a consequence of multi-particle interactions in dense-phase comminution processes

机译:密相粉碎过程中多粒子相互作用导致伪造动力学的出现

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Particle breakage during dense-phase comminution processes is significantly affected by mechanical multi-particle interactions, which are neglected in traditional discrete linear population model (DL-PBM). A discrete non-linear PBM (DNL-PBM) has been recently proposed to account for multi-particle interactions; however, the inverse problem, i.e., the estimation of the model parameters, has not been addressed. In this paper, a method for the estimation of DNL-PBM parameters is presented with a purpose of determining the consequences of neglecting multi-particle interactions in the traditional DL-PBM. The model parameters were obtained from a constrained, non-linear, least-squares minimization of the residuals between comminution data and discrete PBM prediction. Comminution data exhibiting multi-particle interactions were obtained from a DNL-PBM simulation followed by addition of 0%, 10%, and 20% random error. A comprehensive statistical analysis of the goodness of fit and certainty of the parameters was performed to discriminate the models. Using the estimated parameters, predictive capability of both models was further assessed by comparing their prediction with additional computer-generated data obtained with a different feed particle size distribution. The parameter estimation method was shown to be highly accurate and robust. DNL-PBM can predict the influence of different feed conditions better than DL-PBM when multi-particle interactions are significant. This study has demonstrated that neglecting multi-particle interactions in dense-phase comminution processes via the use of DL-PBM can lead to falsified kinetics with erroneous breakage functions.
机译:致密相粉碎过程中的颗粒破裂受到机械多颗粒相互作用的显着影响,而在传统的离散线性种群模型(DL-PBM)中则忽略了这一点。最近有人提出了一种离散非线性PBM(DNL-PBM)来解决多粒子相互作用。但是,还没有解决反问题,即模型参数的估计。本文提出了一种估计DNL-PBM参数的方法,目的是确定忽略传统DL-PBM中多粒子相互作用的后果。模型参数是从粉碎数据和离散PBM预测之间的残差的约束,非线性,最小二乘最小化获得的。从DNL-PBM模拟获得展示多粒子相互作用的粉碎数据,然后添加0%,10%和20%的随机误差。对拟合优度和参数确定性进行了全面的统计分析,以区分模型。使用估计的参数,通过将两个模型的预测值与使用不同饲料粒度分布获得的其他计算机生成数据进行比较,进一步评估了两个模型的预测能力。参数估计方法被证明是高度准确和鲁棒的。当多颗粒相互作用显着时,DNL-PBM可以比DL-PBM更好地预测不同进料条件的影响。这项研究表明,通过使用DL-PBM忽略在密相粉碎过程中的多粒子相互作用会导致错误的断裂功能而导致伪造的动力学。

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