铣刀片复杂槽型重构的自组织方法

In this paper, a self-organizing method for reconstruction of complex groove of milling insert is proposed. The local rule of groove reconstruction is built and the global problem of the groove structure is transferred to the rule transition between the current cell and its neighboring cells. The design variables are updated by the local rule of stress and temperature of the current cell and its neighboring cells, and the complex groove of milling insert is reconstructed. The reconstructed groove is tested by a numerical example. The simulation results show that the reconstructed groove has a good performance on the physical fields.