结合t-SNE和SSA-BLS的锂电池热过程非线性时空建模方法

    Nonlinear Spatiotemporal Modeling of Lithium-Ion Battery Thermal Processes Based on t-SNE and SSA-BLS

    • 摘要: 基于时间/空间分离的方法往往采用严重依赖空间基函数的线性分离和重建模型来分离和重建热过程的时空域,无法处理高度非线性的热动力学。为了解决这一问题,本文提出一种结合t分布随机邻居嵌入(t-distributed random neighbor embedding, t-SNE)和宽度学习系统(generalized learning system, BLS)的非线性时空建模方法。设计了参数化t-SNE,将锂电池热过程的时空域转换为时域。与传统的线性分离模型相比,t-SNE能更好地保留时空温度数据的非线性信息。构建基于BLS的低阶时序模型。针对t-SNE降维过程不可逆的问题,进一步通过BLS重构时空域的非线性模型。使用麻雀优化算法(sparrow search algorithm, SSA)对BLS的参数进行优化,提高模型的精度和泛化性能。对三元锂离子电池的实验结果表明,与传统时空建模方法相比,所提方法的均方根误差下降6.54%,消耗时间减少29.95%。这证明了所提方法对锂离子电池非线性热过程建模的优势和有效性。

       

      Abstract: Time/space separation methods typically adopt linear decomposition and reconstruction models that rely heavily on spatial basis functions to decompose and reconstruct the time-space domain of thermal processes, which are unable to handle highly nonlinear thermal dynamics. In order to solve this problem, this paper proposes a nonlinear spatiotemporal modeling method combining t-distributed stochastic neighbor embedding (t-SNE) and a broad learning system (BLS). A parametric t-SNE is designed to convert the spatiotemporal domain of lithium-ion battery (LIB) thermal processes into a temporal domain. Compared with traditional linear decomposition models, t-SNE can better preserves the nonlinear characteristics of spatiotemporal temperature data. Then BLS is used to construct a low-order temporal model. Finally, to overcome the non-invertibility of the t-SNE dimensionality reduction, a BLS-based nonlinear reconstruction model is further developed to reconstruct the spatiotemporal domain. The sparrow search algorithm (SSA) is used to optimize the parameters of BLS, which improves the accuracy and generalization performance of the model. Experimental results on ternary LIBs show that the root-mean-square error obtained by the proposed method decreases by 6.54% and the computation time decreases by 29.95% compared with traditional spatiotemporal modeling methods. These results verify the superiority and effectiveness of the proposed method for modeling nonlinear thermal processes in LIBs.

       

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