汽车牵引车发动机主支架座椅修复电动力学微分过程的数学建模

D. Rozhkov, E. Eltoshkina, P. Ilyin, O. Svirbutovich
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引用次数: 1

摘要

农业机械的维修是与维持该国农业部门使用的车队效率有关的最重要问题之一。高装备、高性能的机器和机构,要求现代修理生产提高修理技术的技术水平,从各方面改进生产组织,通过引进新技术和先进工艺,扩大生产的技术能力。利用三阶样条逼近法对给定工艺产品(气缸体轴承)的电偶过程发展现状进行了抽样观测,建立了电偶过程状态向量的连续插值数学模型。建立电镀过程数学模型的方法使我们提出了在修复发动机轴承芯块阀座过程中寻找最佳电解方式的问题。在这种情况下,最优电解模式被理解为一种电解过程,它一方面提供了电镀的规定质量指标,另一方面(同时)使其实际实施的能源和材料成本最小化。运行试验结果证实,该电镀镀层具有较高的耐磨性,其耐磨性比基材高出2030%。关键词:数学模型;电过程;实验;
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical Modeling of the Differential Dynamics of the Galvanic Process of Restoring the Seats of the Main Supports of Autotractor Engines
Repair of agricultural machinery is one of the most important issues related to maintaining the efficiency of the fleet of vehicles used in the agricultural sector of the country. High equipment with high-performance machines and mechanisms obliges modern repair production to raise its technical level of repair technology, to improve in every way the organization of production, to expand the technical capabilities of production by introducing new technology and advanced technology. Mathematical modeling based on the results of a sample of observations on the current evolution of the galvanic process development for a given technological product (cylinder block bearings) using the third-order spline approximation method, continuous interpolation of the state vector of the galvanic process is constructed. The method of constructing a mathematical model of the electroplating process allows us to raise the question of finding the optimal electrolysis mode in the process of restoring the seats of the engine bearings core blocks. In this case, the optimal electrolysis mode is understood as an electrolytic process, which, on the one hand, provides the specified quality indicators of electroplating, and on the other (simultaneously), minimizes the energy and material costs for its practical implementation. The results of operational tests confirmed the high wear resistance of the electroplated coating, which exceeds the wear resistance of the base material by 2030%. Keywords—mathematical model, galvanic process, experiment, repair of agricultural machinery.
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