载荷谱编制中极值载荷确定方法及应用
[Abstract]:Load spectrum is the basis of fatigue test of parts, and its authenticity directly affects the accuracy of fatigue life prediction. At present, there are some fields (such as automobile, wind power, aerospace, etc.) load spectrum compilation method has been developed more mature, and formed the corresponding industry standards and specialized general processing software. The compilation of load spectrum in the field of construction machinery started late, and there is still a big deviation between the theoretical calculation results and the test results. In order to study the indoor rapid evaluation of durable service performance of engineering vehicles represented by loaders, the theoretical prediction method is used in this paper, combined with the project funded by the National Fund for Nature (fund number: 50805065), on the basis of referring to the relevant research results at home and abroad. The selection of distribution function and the method of determining extreme load are discussed in this paper. The main research contents and conclusions are as follows: (1) the general method of establishing mixed distribution model is explored. According to the characteristics of the Loader's cyclic operation and the actual load distribution of each working section, a method of establishing the optimal distribution function based on the mixed distribution theory is proposed. The evaluation matrix of multi-objective attribute is established, and the weight coefficients of different criteria are calculated by MTOPSIS optimization method. Then, the multi-objective attribute is quantified by multi-criteria decision technology. The number of basic functions in the mixed distribution model is determined by the optimization method. (2) the optimal distribution model of extreme load is established, and the approximate expression of extrapolated extreme load is given. Considering the randomness of load sample and combining with statistical theory, the statistical model of extreme load is established, and the extrapolation risk value (Value at Risk), of different distribution function is compared and analyzed. The best fitting function is obtained based on POT theory. On the basis of the known threshold value, the empirical formula of extreme load is determined by using the backstepping method. (3) an improved algorithm of threshold and distribution parameters is proposed. This paper summarizes the theoretical basis and application range of threshold determination methods in different fields, analyzes the influence of threshold values on deviations and variances, and deduces the process of solving threshold values based on self-help sampling method (Bootstrap). In view of the randomness, unrepeatability and unpredictability of the loads of engineering vehicles, the Bayesian theory is used to treat the parameters of the statistical distribution function as random variables, and the original parameters are updated and revised timely on the basis of the measured data. By comparing the fitting results before and after the correction, the rationality of the calculation results after considering Bayesian theory is verified. (4) taking the gearbox output flange of wheel loader as an example, the extreme load distribution characteristics are analyzed, and the validity and accuracy of the theoretical method proposed in this paper are verified. The discreteness degree of extreme value distribution, the difference of threshold value and the magnitude of extreme load under three different working conditions are compared and analyzed, and the causes of this phenomenon are analyzed in detail. In this paper, the basic principle and realization process of the method for determining the extreme load of engineering vehicles are systematically expounded, so as to form the theory of compiling the load spectrum of engineering vehicles. It is of great academic significance and practical application value to establish the basic theory of indoor rapid inspection method and standard for key parts.
【学位授予单位】:吉林大学
【学位级别】:硕士
【学位授予年份】:2012
【分类号】:TH123
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