A method for extracting robot path points on complex surfaces based on curvature features of fitted curves
A technology of fitting curves and extraction methods, which is applied in the field of robot path point extraction on complex surfaces, to achieve uniform and constant running speed, ensure approximation accuracy, and simplify robot commands
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[0060] Assume: there is a complex surface S2, and the current function surface S1 is used to perform Boolean operations to intersect with it to obtain a series of path curves L, which are composed of L1, L2, ... Ln, where n is the discrete distance;
[0061] Take one of the path curves L1, such as figure 1 shown.
[0062] Put L1 into the coordinate system and perform equidistant dispersion to obtain the coordinates of the discrete point Pi as follows:
[0063] (3,5.76), (6.22,13.37), (9.71,20), (13.54,25.54), (19.02,30.69), (25.45,33.36), (34.84,32.66 ), (45.95,28.66 ), (51.77 ,26.81), (61,26.54), (66.11,28.71), (71.17,33.12), (75.47,39), (80,47.66), such as Figure 5 shown.
[0064] In MATLAB software, input the abscissa Xi and ordinate Yi of each discrete point, namely
[0065] X = [3, 6.22, 9.71, 13.54...75.47, 80];
[0066] Y=[5.76,13.37,20,25.54...39,47.66];
[0067] Then use the curve fitting toolbox to perform curve fitting on the discrete points, and you can get ...
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