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NC Machining Simulation And The Error Analytic Of Complex Surface

Posted on:2009-01-06Degree:MasterType:Thesis
Country:ChinaCandidate:G LiFull Text:PDF
GTID:2121360248452135Subject:Mechanical Manufacturing and Automation
Abstract/Summary:PDF Full Text Request
In the process of NC machining complex curve, there is error between interpolation tool path and theoretic tool path, which lead to the error between actual curve and theoretic curve. This paper solved the problem of how to analysis and control the non-linear error when machining complex curve, Based on the theory of spatial engagement, this paper present an algorithm of simulating complex surface, which is called velocity decomposed method. Firstly, according to the theory of point-contacted spatial engagement and envelope machining, the simulating algorithm is discussed in detail, then explained the application process of this simulating method. The characteristic of the algorithm proposed in this paper is that it converted the complicated problem of simulating into solving non-linear equation, thus simplified the simulating process. Besides, this paper also presented the model of normal error between actual surface and theoretic surface and probed into the calculating method of normal error. At last, a representative model is selected in this paper, using the program of this model, validated the simulating method of complex surface and the error analysis method.This paper probed into the ideology and method of complex curve simulating and error analysis, the principle is comparatively simple and easy to be understood, as well as convenient to calculate, avoiding the various disadvantages of mass calculation. Actual surface that generated by cutter can be simulated in this paper, then compare the theoretic surface with it and calculate the normal error. This method improved the precision and credibility of error analysis compared with the former one, which acquired the curve's error indirectly through the error of the tool-path.
Keywords/Search Tags:Complex Curve, Engagement, Simulating Algorithm, Non-linear Error
PDF Full Text Request
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