鵬鵬* 发表于 2026-7-21 11:16
兄弟，上面截图是我随意搞的一个刀路，没发现楼主的异常，不是楼主的哈。其中下切步距1.0mm，斜向高度=下 ...
看错了 以为你是楼主 哈哈哈 :lol
neil1234156 发表于 2026-7-21 11:20
这个问题，我一直在关注，关注了好多年了，特别是做航空零件，加工零件外面这一圈小槽槽的时候，经常出现 ...
是不是这种效果？
鵬鵬* 发表于 2026-7-21 15:33
是不是这种效果？
看图片就是正常的进刀效果，实际的要后处理出去机床上面走才会发现问题，有卡顿，不连贯的情况。开机的人都会给我反映这个问题，这个图档只是一个简单的例子，实际上在很多二次开粗清角的时候都会发生斜线进刀转圈圈的问题，正确的的应该是斜线进刀一直沿着刀具路径的轨迹运动。我现在的处理办法就是先把二粗刀路做好以后，再转化为参考线加工，加工进刀就一切都是正常的。
刀路一切正常啊？没有像你们那样的啊
bc123456 发表于 2026-7-22 09:34
刀路一切正常啊？没有像你们那样的啊
这个进刀要斜线进刀进去
本帖最后由 bc123456 于 2026-7-22 10:26 编辑
neil1234156 发表于 2026-7-22 10:16
这个进刀要斜线进刀进去data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5cAAADgCAYAAACXWpIBAAAXmklEQVR4nO3d6XrbxqEG4GEfX03TJUuTZrG8yLudOInT+4lzP3GcxLtlrc7Spku65dwOzw8VIjXmPkNiBnjfPxYlGRoAHyF8HAIa/PLLL8MAAAAr+PVrr4X/++WXtocBFOBXbQ8AAACA+imXAACszKwl0FAuAQCgh3792mttD4GOOTMcuuQSAAD6SBcgJzOXAAAAJFMuAQAASKZcAgCwktd+85u2h0CCX/7737aHQMe45hIAgJU5lwQaZi4BAABIplwCAACQTLkEAGAl//3Pf9oeAgl+89vftj0EOka5BAAAIJkb+gAAQE/pAuRk5hIAAIBkyiUAACv57e9+1/YQSPCff/+77SHQMcolAAAAyZRLAAAAkrmhDwAAK3MuCTTMXAIAsJJ//+tfbQ+BBL/7/e/bHgIdo1wCAACQTLkEAAAgmWsuAQCgp3QBcjJzCQDASn7/+uttD4EE//rnP9seAh2jXAIAAJBMuQQAACCZcgkAAECywc8//+wqXgAA6JnX33gj/PPnn9seBh1i5hIAAIBkyiUAAADJlEsAAACSKZcAAKzk9TfeaHsIJHC9JbmdGQ7dzwcAgNU4lwQaZi4BAABIplwCAACQTLkEAGAlP//jH20PgQRvvPlm20OgY5RLAAAAkrmhDwAA9JQuQE5mLgEAoGfefOut8I+//73tYdAxyiUAACt586232h4CK1IsWQflEgCApZn5AmLKJQAAAMnc0AcAgJU4jwTGmbkEAGBpf//b39oeAgne+sMf2h4CHaRcAgAAkEy5BAAAIJlrLgEAoIf0AHIzcwkAwNL+8PbbbQ+BBH/761/bHgIdpFwCAACQTLkEAAAgmXIJAABAssFPP/3kSl4AAOiRt995J/z1p5/aHgYdY+YSAACAZMolAAAAyZRLAAAAkimXAAAs7e133ml7CCRwvSXrcGY4dD8fAACW5zwSGGfmEgAAgGTKJQAAAMmUSwAAlvbTX/7S9hBI8M4f/9j2EOgg11wCAEAP6QHkZuYSAACAZMolAAAAyZRLAACW9sd33217CCT4y5//3PYQ6CDlEgAAgGRu6AMAwEqcR9brvXffDT+avSQzM5cAAAAkUy4BAFjan3/8se0hAIVRLgEAAEimXAIAAJDMDX0AAKCH9AByM3MJAMDS3nv//baHABRGuQQAACCZcgkAAEAy5RIAAHrk/ffeCz/4UzKsgRv6AACwtB++/z4E55HV0gFYBzOXAAAAJFMuAQAASKZcAgAAkMw1lwAALOWDs2fD99991/YwSKADsA5mLgEAAEimXAIAAJDsTNsDAAAA8jr7wQdtD4EeUi4BAFiK6y3LMKtAfvf99xscCRxzQx8AACjQ1tmzM7/+ckbJd4ZPG8xcAgBAS2YVyFnlEUqkXAIAwJqkzD6Sz9bZrbUs9+V3L9ey3FoplwAALOXs1lb47qWT6obZx/xyl8F1lcBmnErmMeUSAABm6NLs49ndrTD4fLiWMecshLWUtWacW2e3qhnzOrmhDwAAS+vaOeS5renF6GjOLG0pW2Jr79zc73m5fRSOXr4MwxDCua3537+Mo5dH2ZY1LGarLubo5VHY2trKug1qZOYSAIDOm1UeQ5hfIEswrzwOPl9kKaNl9L0Ikd/g6OiorpcFAABggpTZx3VZZnZw+MXsrw8+Pz5tr6EI99W5rXO9Lu1mLgEAqMImZh/X+VbR+TOPs8ujUtmO8Uz0uTguYnB4eGjmEgCAIpw/N72AHR5NPrE/f+58tp9/eHS48v89tz97HE15PP45Ssq65MxDCKczMWnZcWbOnzuflKOambkEAGBjjsvjYMX/O/nzmzqRTy2PCuV0pbxAsMqy+1wmY2YuAQCYadkT/2nXDjY3nCnxRHxecQzhdHkMoa6yOL5+g8+HyWNf5+xgjeKC2dfCaeYSAKCD1jkTdO78+XB0OPpcXMyOLk4+qT5ssYstM+vYiAtYqWVykWJ8dPFwLBODqbPAi+pjcWI+M5cAAAWoaSZovFye2z8/tUxu0irlMYRyC2MIo0zMv4vsYstTCNfL7GUIZ7r2B3ABADbhwvkLWZd3cHiQdXnr/iP0TZk7vHAQwgbOJ88fzN7e08rjwf9K8MHh5JP8nCNfNRPTyuNw//jfZt2mrcPBgv1l3ZkghLhb9a1rDQ4ODvq1xgBAb+UshLnLYE3OH1w4LpWZlznLtPIYwvTStYhNZGLRdUtZD/JZJBPT9vWF8xdOfS1+3HWuuQQAilX67CCLSy2PTfGalIkLCe8ozpGJ0bpNXsfxdZtUIJXKNG0cJ8Z/5vj3Hxwe9K5QjlMuAYCszA7207zyGMK8awOn/3mS8fLYRiaWKcbK42JqP04sOjvZt7LpbbEA0HNmB4nNy8SkawSb4jjt+sHcb6PNadlZ1ZrK4qR1G3w+XHodHCdmm/V22D6VSzf0AYDKXLxwMevy9g/2sy7PTUM2b+OZuHsxHOyPvufC4cWTUnlwfsr/bemc88Lh/G0Tl8f9g4OZj0tK+Lz1mzxbPFj6rcSOE/NNu5nP/sF+uHDhQvZtWCJviwWADch58t+HE5Q+6EImmmIztVBucAzTTLuWc7wwxuWxLXEm5v0JkhCmv9W4ycR+GavWefsH++HihYtj2/30475QLgFggtJnB9k8mTjtwuHFjZTK1PK4zuKYmom4PA6jd6o26zZrHZTHOvSlbA729/e7NycNQO848ScmE+uTs1iuWh5DWL44bjoTy6xbKbOnfZOSiUn7Py6Q44/7UC7NXALQmi68LZC8ZKJ8yxbL9PI4/S6yF5e8x0zuTKSWR4VyNaUcJ5pxLLqMPsxeDvb29sxcArCQ7YvbWZe3t7+XdXlsnkz008Wj7bB/bu/k40XN/lMkk7WZiXnrFhfjvf3uloYUXT9ObF/cPjWmWY/jr3WNmUuAjsv5S73LvxD7RCaILZuJ4dGoeI0Xxkk3oGlKaAgh7BXWvVLLY8llcta6je+TaRwnFre3v7dwaVzme2ukXAIUpuuv8LI8mSDWdib2z40+Hn6xPfb5crK1yIzqpLfkjhfGWstjCPNmiedvG8eJ1cUFsuuFcpy3xQIkavskj/LIBLGuZeLi9nYId48/bqtQLjvr2CilMM7KxCp/gqTtTLDc22G7WjbNXAK95O0+xGSCmEzMcHf9pXLV8hjCcYFcR4nMlYnhF8dvLZ6mWbdZ61DaW4yZrS+zmWeGQxOXQPkubV/Kurzdvd1syxoGx9E2yAQxmdiM7UuXQrgbQuo55PbL2ftrVnnc3dsLu3vTT8qb/9lWJpZZt0nr0XyuO6kpR85MxHnY3dsN29vbJ5+PH4fw6vOma13MzCWwFiWf5NEOmSAmE5W6G8Le1vxtvVp5HEz5+LRLC04grisTucoj85V8nGjGtugyd/d2w6XtS6fK5/jjLlAugRPrfDWPOskEMZmgMa9gTXL6OsFXy2MpmVi2GMdlseTyuP3y0kIvDqToy3GiGduswtjFAjnLYHd3t1tzsdAjJb+aRztkgphMEMuRieEXo6LYZCIuZOsuMClSy2PJ5q3bpP3iOJFuvEDGZXLZxzVzzSVs2OVLl7Mt68Xui2zLCqFb1wTVRCaIyQSx0jKxezaEF/87F97+7n9vDTwbLbfFc8xL383eXpPekvtid3fixyGUde3j/HWbu4RXPuM4kUfTq17svgiXLl062a7x4/Hvnfa4Vt4WC3Pk/IUeQv4DOJsnE8RkglgfMtGUnFdK5YZ+7izLlsdNWDQT8/4MyeDz2Xl40Y0JsOq82H0RLl+6vNBzNf7eZf5v6ZRLOqcPv9BZjkwQkwliMrG4S5cvh3B3faVylVnHRlMac5THdWRimWI8bR2Uxzp0uUDOolxShNLe7kP7ZIKYTBCTiZYkFsvU8jirOLadidnrdvnUuk0vj9pjTrlfJBgXZ8TspXLJirzCS0wmiMkEMZnoh+XK46Q/NzL9T5BcnnPfmXVnYtliHBdFxXG+mo4TzVin/YyuFshZBjs7O924epSZrly+knV5Oy92si6PzZMJYjJBTCaIXbl8ZaFrAqd9T3yzmdIycfn72ZmPy+POi+6WhEU5Thxvg/Fxz3q8zPfWyMxlwXI+WWsOKSMyQUwmiMkEsdyZePHBq58fL2XDL0J48cHk7Oy03MWWLY8hnC6QXSmTjhN57bzYWbgUxt+7zP+tgXKZkVduiMkEMZkgJhPEaspEU9amlclN62p5rCkTucfatlW2VUqBrL1s9r5ceuWGmEwQkwliMkGsb5loo1TOK44hTL8ZUFMaN1kea8pETWPdtEW3jdnLY9Vdc1nTKzdshkwQkwliMkFMJtJc/v5K9mK5yqxjI0dprCkTNY21L+btk7hATrrWcvx7azV4/vx5seXy6pWrr3zu+c7zFkZCTpP2awqZqJ9MEJMJYjJRjis/XA077y+//a78MHsfziqPIYTwfOf0CXdNmahprKS5euXqyf6JP15E7fu22LfFju8M2pfzoGi/doNMEJMJYjLRL/PK4877z+dkYvqfIAkhhKvRxNC6MyG/pHq+8/yk00wrnOPZyP0iRBuKLJeKZTqvkBGTCWIyQUwmiE3KxPCHyUWy+TMj0/4MybrP7+S3TiUWqpR9P14oc35vLYosl13c0IvwChnj/JIkJhPEZILYRjJx92rYeT76fFM0m1I57S2zz6PLyOS3Xl0/Z01Zv3h94l4zreeUWLJXMXj27FmR11xeu3otPHv+rO1hzHTt6rWsyyt9fZkvZybkoRtkgphMEKspE+NjbcpkM2O5LPndHOesm7Pqtu7KNi22XIaQv2B6YhGTCWIyQUwmiNWUiXWN9eqP18Lz92R5XWrKGJPFPWbW4xom1RZV5NtiJ8nxJOvKTuu7ml7hZTNkgphMEKspE6WPVbGcrPT9xmY9e/7sVGmMH8/63poVXy6bJ2oXNnZfefWNmEwQkwliNWWiprEyYr/RpmXKZ02KLZfNxu3CRq6Ngy0xmSAmE8RqykRNY2XEfqM2XS2Qs5wZDsu75PL6tevh6bOnYRiG4emzp+HatWvh6bOnbQ+raNevXc+2rNzbehjKy1gfyAQxmSBWUyZqGmvn3Q1h+HSxdbbfaOTMQqmmZTTuW83jpueM///aczl4+nTBo8OGNQUz/rgrcj/BurZ9+kgmiMkEsZoyUdNYGbHfaMjC8lbdZl3aNsW+LXbc02dPWy+YnmDEZIKYTBCrKRM1jZUR+41xJc8U98G0bRb3mHmPa1ZsucxRKD3BiMkEMZkgVlMmahorI/YbDS8O9EPca0qYOFuXYstlY/xJt+wTsIs7rG8cdInJBLGaMlHTWBmx32jIAuvQpbJZ5A19QgjhxvUbJx8/efrk5HPNx4uo/YLYWo3vu1TL7O9FyEQ7ZIJYTZmoaayM2G80ZIESPHn6JFy/fv0kQ/HjEF698U+Nipy5HC+RcclctmAyX86Dbgj5D7xsnkwQqykTNY2VEfuNhiywjFXz0kYu+tBliiyX4+Kd0IedMo+DLjGZIFZTJmoaKyP2Gw1ZIJY7E7OsmpdNjXHe+JpxdCX3RZbLLhbIkt+SQTtkglhNmahprIzYbzRkgVjfMrGpMU7aruOFsmudZ/DkyZMi39wbb+h5j9fx83PqUmj6SiaI1ZSJmsbKiP1GQxaIyUS9Nt1rNqnYG/o8fvI43LhxIzx+8vjkc/FYxx/fvHEz+8/PyQXbmycTxGrKRE1jZcR+Y1zOPMhC/RwfaCzSc2pV5Ntix40/EeMn5fjj3E8w2lHyL2LaUVMmahorI/YbjdJP/tk8xwc24fGTx+HmjZudyEix5XJScYw3eld2Qs38IiZWUyZqGisj9hsNWSAmE9SiS4VyXJHlcnxDxyVz/Gtd3Snr5lU4YjVloqaxMmK/0ZAFYjLBNLlfLFjFJjJVwnrmUuw1l824Hj1+FG7evBkePX70ytemPe6aWzdvZV3e+LZM5f357agpEzWNlRH7jYYsEJMJYrkz0ciZjVXdvLne4nfzxqjndCG/Rc5cPnr8KNy6eWtioOKvzfretpR80KUdNWWiprEyYr/RkAViMkFMJha37nVbVzFvS5HlMraJQplzx3b5CdYnNWWiprEyYr/RkAViMkFMJrqpxImyFMWWy0U29PiTLPUJ15Ud2mc1vQpX01gZsd9oyAIxmSAmE/TR4NGjR8W+uXfWkzIun11q/H1R20HXK4b1qS1jrI8sEJMJYjJBm7rSZYq8oc+Htz4MIYTw8NHD8OGtD8PDRw9PPt983Fzw2oz/4aOH4datWydfZz2afZND7n0VXwSdc6wh5B1vFy7YXpeaMsZ6yQIxmSAmE3RJib1sWcW+LXbSEzwum/FjXlVywYrVNFZG7DcaskBMJojJBJPkzsW65c5dl/pMseWysUyB7ErZLPlVuFhNY2XEfqMhC8RkgphMEOv7iwR9X/9Zii+XsRJnL2sKWE1jZcR+oyELxGSCmEwQk4m8+r7+sxRZLlMK5CLfW9MTrKaxMmK/0ZAFYjJBTCaIyQS1Gjx48KDYK0c/+vCj8ODhg5OPc2mWuS41jZUR+42GLBCTCWIyQUwmoNCZyxBGT9Dm3wcPH7xSNsefePHj8f/bmPZEzXkwmPVzyMt+oyELxGSCmEwQkwnIr8hyOatENuKyGT9uPhcvdxIHg81wEKchC8RkgphMMInZQShbkeVymkUK5bz/z3IcxGnIAjGZICYTxLxIAP1yptQ/1tmM69sH34aPPvoofPvg21e+tsj39s3tj25nXV7ObemPCW+WLBCTCWIyQazkTIQgF1C6qmYuQzg+SN3+6PbJwSp+XJvSD+JsVs48yEI3yAQxmSAmE0ApiiyXKQWy+d7m43VwEKfhxQFiMkFMJojJBNBVRZbLeeaVz+bf3Afv8Z9PnfxCJyYTxGSCmEwALKbYcpnj7a8O3t1gppiYTBCTCWIyAbB5xd7QpzHt5j3ffPtNuH37dvjm228mPqY9H9/+OOvycu5TNwJoh0wQkwliMgFQv2JnLkM4/sXw8e2PTxXI8cfkUfIvdNohE8RkgphMABArulyGMLtQ9rl85vyl3oft1QcyQUwmiMkEAOtUfLmM1VogvcJLTCaIyQQxmQCgJlWUy1VmL8e/viqv8BKTCWIyQUwmAOirwddff13FVeqffPxJ+Pqbrxd+PP75VU1aHnVJ2f+TyET9ZIKYTABAHlXMXIZw/Mt6WoGc9/+oh5M8YjJBTCYAoEzVlMtYXDZXLZ+ky3miZ/91g0wQkwkA6L6qyqUCmYdX/YnJBDGZAACWVVW5jPVl9tJJHjGZICYTAEDbzgyHVdzP58T9r++HTz75JNz/+v7J5+J1KGGdPv3k02zLGl/XHIah/e3TRzJBTCYAgC6peuYyhOMTqk8/+fTkxKp5HH/PPDlP8hb9mZRNJojJBADAdFWWy7hQTvr6uEVOCJ3kdUPJM0G0QyYAADajynIZW7ZsUg4zQcRkAgCgToP79+9Xe2FNXChnFUzycOJPTCYAAAihwhv6xEq8mU9p7nx6J9uyvrr/VbZlheCmIW2RCQAAcht89dVXVZ/J3fn0zqmT2/hxjXKe+IeQ/+SfzZMJAABK14lrLmObLphO/InJBAAAfVP9zGUIk8tkfHI/7+spnPh3g0wAAMDqqr/mshGvx72v7p16fOfOnZlfT/rZrhFrxWd3Psu6PJkAAIDVDe7du9eJs+DP7nyWtRywHjkLof0NAADl6OQ1l+RT8uwgAABQjs6Uy3tf3TN7GZRBAACgHZ0plzXzVlEAAKB2gy+//LIT11w2/vTZn0IIIXx578u1/4xc1jlWAACATejczGVT1HIXwEk/AwAAgGOdK5cNBRAAAGBzftX2AAAAAKifcgkAAECyM8Nhp+7nAwAAQAvMXAIAAJBMuQQAACCZcgkAAEAy11wCAACQzMwlAAAAyZRLAAAAkimXAAAAJFMuAQAASOaGPgAAACQzcwkAAEAy5RIAAIBkyiUAAADJlEsAAACSuaEPAAAAycxcAgAAkEy5BAAAIJlyCQAAQDLlEgAAgGRu6AMAAEAyM5cAAAAkUy4BAABIplwCAACQzDWXAAAAJDNzCQAAQDLlEgAAgGT/D+q8K6mqiBxSAAAAAElFTkSuQmCC
是斜向进去的呀
neil1234156 发表于 2026-7-22 10:16
这个进刀要斜线进刀进去
难道不是斜向进刀么？
neil1234156 发表于 2026-7-22 07:57
看图片就是正常的进刀效果，实际的要后处理出去机床上面走才会发现问题，有卡顿，不连贯的情况。开机的人 ...
你按这样设置然后后处理试试，我是没看到哪里有停顿的。
鵬鵬* 发表于 2026-7-22 10:52
你按这样设置然后后处理试试，我是没看到哪里有停顿的。
停顿估计是老机器 不使用 "公差并保留圆弧" 使用 "修圆" 就行
bc123456 发表于 2026-7-22 12:52
停顿估计是老机器 不使用 "公差并保留圆弧" 使用 "修圆" 就行
用修圆也试过的，一样的卡顿，我现在就是把刀路转为参考线加工，一样的斜线参数，就是正常的，流畅的