School of Electrical and Information, Zhenjiang College, Zhenjiang, Jiangsu, 212028, China.
School of Electrical Information Engineering, Jiangsu University, Zhenjiang, 212003, China.
Appl Biochem Biotechnol. 2022 Oct;194(10):4530-4545. doi: 10.1007/s12010-022-03934-4. Epub 2022 May 4.
Marine alkaline protease (MAP) fermentation is a complex multivariable, multi-coupled, and nonlinear process. Some unmeasured parameters will affect the quality of protease. Aiming at the problem that some parameters are difficult to be detected online, a soft sensing modeling method based on improved Krill Herd algorithm RBF neural network (LKH-RBFNN) is proposed in this paper. Based on the multi-parameter RBFNN model, the adaptive RBF neural network algorithm and control law are used to approximate the unknown parameters. The adaptive Levy flight strategy is used to improve the traditional Krill Herd algorithm, improve the global search ability of the algorithm, and avoid falling into local optimization. At the same time, the location update formula of Krill Herd algorithm is improved by using the calculation methods of similarity and agglomeration degree, and the parameters of adaptive RBFNN are optimized to improve its over correction and large amount of calculation. Finally, the soft sensing prediction model of bacterial concentration and relative active enzyme in map process based on LKH-RBFNN is established. The root mean square error and maximum absolute error of this model are 0.938 and 0.569, respectively, which are less than KH-RBFNN and PSO-RBFNN prediction models. It proves that the prediction error of LKH-RBFNN model is smaller and can meet the needs of online prediction of key parameters of map fermentation.
海洋碱性蛋白酶(MAP)发酵是一个复杂的多变量、多耦合、非线性过程。一些未测量的参数会影响蛋白酶的质量。针对某些参数难以在线检测的问题,本文提出了一种基于改进 Krill Herd 算法 RBF 神经网络(LKH-RBFNN)的软测量建模方法。该方法基于多参数 RBFNN 模型,采用自适应 RBF 神经网络算法和控制律来逼近未知参数。采用自适应 Levy 飞行策略改进传统的 Krill Herd 算法,提高算法的全局搜索能力,避免陷入局部优化。同时,利用相似性和凝聚度的计算方法改进 Krill Herd 算法的位置更新公式,优化自适应 RBFNN 的参数,以提高其过度修正和计算量大的问题。最后,建立了基于 LKH-RBFNN 的 MAP 过程细菌浓度和相对活性酶的软测量预测模型。该模型的均方根误差和最大绝对误差分别为 0.938 和 0.569,均小于 KH-RBFNN 和 PSO-RBFNN 预测模型。证明了 LKH-RBFNN 模型的预测误差更小,能够满足 MAP 发酵关键参数的在线预测需求。