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Solving the problems of optimisation of technology by computer modelling of the welding process

机译:通过计算机模拟焊接工艺解决工艺优化问题

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The main problem of optimisation of technology is the minimisation of the probability of formation of welded defects. This problem can be solved in the stage of technology design by combining the computer modelling of the welding process with the statistical methods of evaluation of the probability of formation of the welded joint with the required quality parameters. When solving the problem of optimisation of technology, it is efficient to use computer models of the welding processes, based on the numerical solution of mathematical physics equations with the solution of the inverse problem of the calculation of the parameters for obtaining the welded joint with the required dimensions. The problem of calculating the welding parameters for obtaining the required values of several quality parameters may be solved by the method of inversion of the model of the welding process into a system of linear equations linking the quality parameters with the parameters of the process. The resultant linear equations restrict the range of the permissible parameters of the welding process. The possibility of formation of weld defects may be evaluated on the basis of the conventional theory of probability, simulation of the process with the variations of its parameters, and by evaluating the scatter of the quality parameters. Control of certain parameters can be justified by determining the allowances for these parameters by the inverse solution of the problem. 5 Analysis of the results of computer modelling for the deviations of the parameters of the welding process within the limits of the allowances makes it possible to find methods of improving welding technology and also justify the efficiency of application of the systems of automatic regulation and control and determine the control parameters.
机译:技术优化的主要问题是使焊接缺陷形成的可能性最小化。这个问题可以在技术设计阶段通过将焊接过程的计算机建模与评估具有所需质量参数的焊接接头形成概率的统计方法相结合来解决。在解决技术优化问题时,基于数学物理方程的数值解以及计算参数的反问题的解法,使用焊接过程的计算机模型是很有效的。所需尺寸。可以通过将焊接过程的模型转化为将质量参数与过程参数联系起来的线性方程组的方法来解决计算焊接参数以获得多个质量参数的所需值的问题。最终的线性方程式限制了焊接过程中允许的参数范围。可以基于常规的概率理论,通过参数变化来模拟过程以及评估质量参数的分散性,来评估形成焊接缺陷的可能性。可以通过问题的逆解来确定这些参数的余量,从而控制某些参数。 5对计算机模型结果的分析,以了解焊接工艺参数在允许范围内的偏差,这使得可以找到改进焊接技术的方法,并证明自动调节和控制系统的应用效率是合理的。确定控制参数。

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