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Optimal tool path searching and tool selection for machining of complex surfaces

机译:复杂表面加工的最佳刀具路径搜索和刀具选择

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This article deals with the calculation of curvature of free-surfaces for the use in processes of machining. The calculation is realized in Matlab environment. Objects with free-surfaces are mainly used in machine engineering, design, automotive and aerospace industry etc. The manufacturing of such surfaces are realized on multi-axes machining centres, where the tool path controlling is crucial process. It is necessary to ensure collisionfree states between tool and workpiece as well as between tool and peripheral shape of machined surface. It is described in this article how the surface imported into Matlab is divided into different areas. The criteria of the division is based on Gaussian curvature of a surface. Such areas of the surface are then possible to machine by an optimal tool with optimal radius that is obtained from the curvature calculation. All these calculations are done in Matlab and results are verified by practical machining on the 5-axis machining centre. The machining of the whole surface by one tool was compared to machining of divided areas by different tools. The impact on the length of tool paths during the machining process is summarized in conclusion.
机译:本文涉及在加工过程中使用的自由表面曲率计算。计算在Matlab环境中实现。具有自由表面的物体主要用于机器工程,设计,汽车和航空航天行业等。这种表面的制造在多轴加工中心上实现,工具路径控制是关键的过程。有必要确保工具和工件之间的碰撞状态以及加工表面的工具和外围形状。在本文中描述了导入MATLAB的表面如何分为不同的区域。该部门的标准基于表面的高斯曲率。然后可以通过具有从曲率计算获得的最佳半径的最佳工具来机器通过最佳半径来机器。所有这些计算都在MATLAB中完成,并通过5轴加工中心实际加工来验证结果。将整个表面的加工通过一个工具进行比较,通过不同的工具加工分开的区域。总结了对加工过程中工具路径长度的影响总结为总结。

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