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“凸轮的快速编程”一文,载《电加工》87年第一期,该文原供的数学模型是正确的,按键的流程也是清楚的。但是从“＊”号以后的主程序计算按键共82步,大家都清楚的知道,fx-180P只能编38步程序,尚余44步,仍需要手动操纵按键,这不仅会影响计算速度的提高,当按键流程不熟悉时,容易出错。为了保证计算的质量和进一步提高计算速度(两者并不矛盾),对所求轨迹的起点坐标(x_1＇,y_1＇)和终点坐标(x_2＇,y_2＇),应严格控制在计算器的程序下执行,以保证计算的准确性,同时尽量减少手动按键(只有8步)。因此必需另外建立数学模型,拿出相应的按键流程,来满足线切割计算和编
“Cam rapid programming,” a paper, containing “Electrical Processing” 87 first period, the original mathematical model for the article is correct, the key process is also clear. But from the “*” number after the main program button calculation a total of 82 steps, we all know that fx-180P can only be programmed 38 steps, leaving 44 steps, still need to manually control the button, which will not only affect the calculation speed Improve, when the key process is not familiar with, prone to error. In order to ensure the quality of computation and to further improve the computational speed (the two are not contradictory), the starting point coordinate (x_1 ’, y_1’) and the end point coordinate (x_2 ’, y_2’) of the desired trajectory should be strictly controlled in the calculator Executed under the program to ensure the accuracy of the calculations while minimizing manual key presses (only 8 steps). Therefore, we must establish an additional mathematical model, come up with the corresponding button flow, to meet the line cutting calculation and coding