The process planning is not only restricted by the selection of processing equipment and tool fixture, but also influenced by the process design principles (first coarse, then fine, first face, then hole, first primary, then secondary, first benchmark, etc.) and the concentration and dispersion of processes [6,7]. In actual production, there may be multiple feasible process planning schemes for the same part processing at the same time. Therefore, on the premise of satisfying the production conditions and ensuring the production quality of the products, the technical and economic analysis and comprehensive evaluation of different process schemes is an important way to improve labor productivity, reduce processing costs, optimize resource utilization and reduce environmental pollution. At present, scholars at home and abroad have conducted a lot of research on the evaluation and optimization of process planning scheme, which is generally considered as a multi constraint, non-linear, multi-objective combination optimization decision-making problem [8,9]. The traditional evaluation of machining process planning scheme mainly relies on single factor and empirical knowledge, and does not consider all kinds of influencing factors together, which leads to the subjectivity and applicability limitations of the evaluation results. On this basis, scholars put forward a variety of comprehensive evaluation methods, such as multiple regression analysis (MLR), artificial neural network, grey clustering, genetic algorithm, ant colony algorithm, AHP, DEA and so on [10-14]. Generally, these methods are used alone to evaluate the scheme, and good results are achieved. However, due to the increasingly complex structure of mechanical products, various production methods, many influencing factors, and many evaluation indexes with experience, fuzziness and uncertainty, the above methods have their own advantages and limitations in practical application. For example, multivariate statistical regression (MLR) can not solve the highly nonlinear complex relationship between influencing factors; the initial threshold of artificial neural network is difficult to determine, the number of samples to be trained is large, and it is easy to fall into local optimal solution in the fitting process, resulting in insufficient generalization ability of the model; the result resolution of grey clustering method is low, sometimes inconsistent with the actual situation; analytic hierarchy process When there are too many indicators, the data statistics are large and the weight is difficult to determine. Different experts give different index scores, resulting in a variety of evaluation results, even increasing the actual production difficulty. Based on the fuzzy transformation principle and membership degree theory, the fuzzy comprehensive evaluation method can fully consider the interaction between the influencing factors, effectively solve the influence of fuzzy evaluation standard boundary, make the evaluation results comprehensive and accurate, and widely used in the field of engineering technology [15,16]. In this method, the selection of weight coefficient, membership function and comprehensive evaluation method directly affects the evaluation accuracy. Based on the comprehensive consideration of various factors such as technical feasibility, economy, work efficiency and environmental benefit, this paper revises the weight assignment and fuzzy operation mode of traditional fuzzy comprehensive evaluation indexes, establishes a multi process planning evaluation model combining improved fuzzy comprehensive evaluation and hierarchical entropy weight analysis, and evaluates the process planning of automobile transfer frame parts as an example Price analysis is expected to provide guidance for the comprehensive evaluation and optimization of machining process planning scheme, so as to shorten the product processing cycle, improve the optimal utilization of resources, and reduce the production cost.<br>
正在翻译中..