翊FNC 发表于 2025-4-29 21:13:35

creo旋转剖面视图的表示问题

我想画一个大概这样的视图来表示三根轴的安装,首先我按照旋转剖零件的方法剖开-截面选全部(展开);此时感觉没有问题data:image/png;base64,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
但表达中轴是不能剖开的,于是我按平面剖视的操作选中剖面线并排除。
data:image/png;base64,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
此时一根轴会出现两次。

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABAYAAAHhCAYAAAD9I7xEAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABqXSURBVHhe7d3vbSRVl8Bhz6aAtJoMCMFfnMNa5AABLHHwBgA5IG8O/uIQyMAaaWKY1YEqMDO2u7qq7t/zPFKLtoTmdt2u7jr9aw98eP70+csNAAAAkNJ/Lf8EAAAAEhIGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAIDFhAAAAABITBgAAACAxYQAAAAASEwYAAAAgMWEAAAAAEhMGAAAAILEPz58+f1nuwzc+/vHdco+jnr//vNwDavr40+/LvevcPjzePN3fLT/Rq1rP0+Z1fv5xucNhv/y23Nmuu/PhBDMe0xYtH0/WtV96/vWH5R5ZCAO8KaKAD7PnsJfQRkSBI8PN//z3/97836f/LD+9LtaIQe7Sv9faW3ux5Rhr2fp8ff3v1TqGTefDCe/3NZ+Tnvbupb37aO+O2bPW3tfte2oe89dGWPuavdyrxhr0xV8lAIA3xIAWg9rMMhzjWWrt1YzPyYx753woI441jrmFUdaOGA1nEwYAgKHN+MGp1jHZuzFkOR9i7XgMLYy0dvxVg5bPE3MSBgDgHVsG5dbDNHk+OJUw4945H/ZrdUyxZqzdQta14SVhAAAumHH4Z79a58OM551j2m/m96E4rji+FkZde+bzgTaEAQBIbpYBc8ZBudYx1dy7GY+plhn3LtaJ9VoYfe2azxPzEwYAYAMD2BhqPU8zng+OaT97t0/8+bFOC1nXhrcIAwCw0XuDco0hmr7Ues5rnlszHlMtzofrxJ8bf34LM61d83xgbsIAAFzBENa/GZ8jx7SfvetPPPY4hhZmXHvGc5z6hAEAYLrBstbx1Ny3GY+pFufDfmevE39W/JktZF0bthAGAOBKtQZyjqn1PM14Pti7/RzT2+LPiD+rhdnXnvG8oy5hAAB2eG0IM5jlVeu5n/Ecm3HvnA+vi8fbQuxRhrVHOx/oizAAAPxpxqHSMe1n78bgfHhfPOZ47C20WHvGc5w6hAEA2CkGsNuHx+UnelVrUG714aOkmntX68PMjMdUy2jHFI81HnMLLdeGPYQBADjg6f5uuQd/8aFzH8e034x7d1TsR6sP5i3XDs4H9hAGAOBEBrI+zfi81Dqmmns34zHVYu/+EY8vHmcLLdd+acZznLI+PH/6/GW5z2A+/vT7cq+Qn3+8ufnlt+UHDrGX8Letv3o/8jfxcYwef1Le789hH9mp5fvXTO+dz7/+sNwjC2FgYBEGSr5oP/7x3c3z95+Xnzhi616Wfk6hhGu/kejhm5Qttr4eX/v3evnG6KVr3l9aPf4a74Gl13DtPId9nE+N13fL996aa9fYS/LxVwkA+EYMOFtvMQhdc8sgjjP2BoA61utRCy3XhrMIAwBJrB/kt9zWD/FbbgDQ0nrdaqHl2nAmYQBgUC8/yG+5vfwwf+lGbnEOxDkD0Lv1+tZCy7XhbMIAQEfWD/FbbuuH+K03AJjJei1soeXaUIIwAFDQyw/yW24vP8hfutG3eI7iOQXgfOs1s4XWa0MJwgDAleKivPW2fojfegMA3rdeX1vIujbzEwaA9NYP8Vtv64f4LTcYVZy/cb4D9GS9DreQdW1yEAaAKcUFdOstLrTX3ACA+tZrdgtZ1yYPYQAYxvpBfstt/RC/5QalxPkV5yMAx6zX9hayrk0uwgDQTFzsrrnFhXHrDTguXkvx2gNoaZ0BWsi6NvkIA8Cp4iK29RYXu2tuAEAu67zQQta1yUkYAN61fojfels/xG+5AQC8ZZ0rWsi6NnkJA5DQ+iF+y239EL/1BvxbvC7itQTAdusM0kLWtclNGIAJxEXkmltccLbegNzifSDeNwBqWWeVFrKuDR+eP33+stxnMB9/+n25V8jPP97c/PLb8gOHnLCXtw+Py71vPd3fLfeAHsXrd+TX6eiP/2vPv/6w3Dvfxz++u3n+/vPyE3vZx/nE3LrltScKXLZ1L+EawgBvclE+j72EeY0w7IYjg2Stxz7DsOv9/hz2cT5bXt+iwDbCACX4qwQAAEBTogC0JQwAAO+KoTWGV4ASRAFoTxgAAACaEAWgD8IAAFQQA2AMggD8RRSAfggDAMBFwgZwJlEA+iIMAAAA1YgC0B9hAAAAqEIUgD4JAwBQSQyFMRwCZCQKQL+EAQBgE2EDOEIUgH4JAwAAwJREAdhGGACAimJI9K07QHmiAGwnDAAAAFMRBeA6wgAAsJnfeAB6JwrA9YQBAABgCqIA7CMMAEBlvnUHOJ8oAPsJAwAAwNBEAThGGAAAruI3HoCeiAJwnDAAAAAMSRSAcwgDANCAb90BjskaBW4fHpd7cB5hAAC4mrABtJQ1CsTaT/d3y09wHmEAAAAYRuYo0Gpt5icMAAAAQxAFoAxhAAAaiSEvhj0ALhMFoBxhAADYRdgAahEFoCxhAAAA6JYoAOUJAwDQUAx9MfwB8C1RAOoQBgAAgO6IAlCPMAAA7BbDawyxAGcSBaAuYQAAAOiGKAD1CQMA0FgMgjEQAmQnCkAbwgAAANCcKADtCAMAwCEx0MZgC7CXKABtCQMAAEAzogC0JwwAQAdiOIwhESATUQD6IAwAAIcJG8C1RAHohzAAAABUJQpAX4QBAACgGlEA+iMMAEAnYmCMwRFgVqIA9EkYAABOIWwA7xEFoF/CAAAAUJwoAP0SBgCgIzFAxiAJwHGiAGwjDAAAANMRBWA7YQAAOI3feAB6IArAdYQBAABgGqIAXE8YAIDO+NYdYB9RAPYRBgAAgOGJArCfMAAAnMpvPAC1iQJwjDAAAAAMSxSA44QBAOiQb90BLhMF4BzCAABwOmEDKC1rFLh9eFzuwXmEAQAAYChZo0Cs/XR/t/wE5xEGAACAYWSOAq3WZn7CAAB0KgbAGAQB+IsoAGUIAwBAEcIGcCZRAMoRBgAAgK6JAlCWMAAAHYuBMAZDgKxEAShPGAAAALokCkAdwgAAUEwMtjHgAlxLFIB6hAEAAKArogDUJQwAQOdiSIxhESADUQDqEwYAgKKEDWArUQDaEAYAAIDmRAFoRxgAAACaEgWgLWEAAAYQg2MMkACzEQWgPWEAAChO2ABeIwpAH4QBAACgOlEA+iEMAMAgYpCMgRJgdKIA9EUYAAAAqhEFoD/CAABQRQzEMRgDeYkC0CdhAAAAKE4UgH4JAwAwkBguY8gEGI0oAP0SBgAAgCmJArCNMAAAVBNDst94AGoQBWA7YQAAAJiKKADXEQYAYDC+dQd4mygA1xMGAICqhA2gFFEA9hEGAACA4YkCsJ8wAAAADE0UgGOEAQAYUAyhMYwCZCcKwHHCAABQnbABnEEUgHMIAwAAwHCyRoHbh8flHpxHGACAQfnWHcgqaxSItZ/u75af4DzCAAAAMIzMUaDV2sxPGAAAmogBNwZdgK1EAShDGAAAALonCkA5wgAADCyGxRgaAWYmCkBZwgAAANAtUQDKEwYAgGZi6I3hF+A1ogDUIQwAAADdEQWgHmEAAAYXA2QMkgCzEAWgLmEAAGhK2ABeEgWgPmEAAADogigAbQgDAABAc6IAtCMMAMAEYqiM4RJgRKIAtCUMAADNxWB8+/C4/ARkIgpAe8IAAADQhCgAfRAGAGASMWTGsDmqp/u75R6QgSgA/RAGAACAqkQB6IswAAAAVCMKQH+EAQAAoApRAPokDADARGLwjAEUoDeiAPRLGAAAAIoTBaBfwgAAADAlUQC2EQYAAIDpiAKwnTAAAJOJYTSGUoCsRAG4jjAAAABMQxSA6wkDAADAFEQB2EcYAAAAhicKwH7CAABMKAbUGFQBMhAF4BhhAAAAGJYoAMcJAwAAwJBEATiHMAAAk4qBNQZXgBlljQK3D4/LPTiPMAAAAAwlaxSItZ/u75af4DzCAAAAMIzMUaDV2sxPGAAAAIYgCkAZwgAATCwGyRgoAUYnCkA5wgAAANA1UQDKEgYAAIBuiQJQnjAAAAB0SRSAOoQBAJhcDJf+v9fAaEQBqEcYAAAAuiIKQF3CAAAA0A1RAOoTBgAggaf7uz+HToCeiQLQhjAAAAA0JwpAO8IAAADQlCgAbQkDAABAM6IAtCcMAEASMYDGIArQC1EA+iAMAAAA1YkC0A9hAAAAqEoUgL4IAwAAQDWiAPRHGACARGIojeEUoAVRAPokDAAAAMWJAtAvYQAAAChOFIB+CQMAAMCURAHYRhgAgGRiUI2BFWBmogBsJwwAAABTEQXgOsIAAAAwDVEAricMAEBCMbjGAAswE1EA9hEGAACA4YkCsJ8wAAAADE0UgGOEAQAAYFiiABwnDABAUjHMxlALMCpRAM4hDAAAAMPJGgVuHx6Xe3AeYQAADvKtO0BdWaNArP10f7f8BOcRBgAAgGFkjgKt1mZ+wgAAJBZDZgybACMQBaAMYQAAAOieKADlCAMAcFAMbDG4AVCGKABlCQMAAEC3RAEoTxgAgORi8IwBFKA3ogDUIQwAAADdEQWgHmEAAE4QQ1wMcwAcJwpAXcIAACBsAN0QBaA+YQAAAOiCKABtCAMAAEBzogC0IwwAwElisIsBD4DriALQljAAAPxJ2ABaEAWgPWEAAABoQhSAPggDAHCiGPRi4APgfaIA9EMYAAAAqhIFoC/CAADwtxhYY3AFKEUUgP4IAwAAQBWiAPRJGACAk8XwF0MgAP8QBaBfwgAAAFCcKAD9EgYAgH+JITaGWYDRiQKwjTAAAABMRxSA7YQBACjAt+4A7YgCcB1hAAD4hrABjEoUgOsJAwAAwBREAdhHGAAAAIYnCsB+wgAAFBJDYgyLAJQlCsAxwgAA8CphAxiBKADHCQMAAMCQRAE4hzAAAAX51h2gjKxR4PbhcbkH5xEGAACAoWSNArH20/3d8hOcRxgAAN7kNx6A3mSOAq3WZn7CAAAAMARRAMoQBgCgsBjmYqgDYD9RAMoRBgCAdwkbQGuiAJQlDAAAAN0SBaA8YQAAAOiSKAB1CAMAUEEMeDHoAbCNKAD1CAMAwEXCBlCTKAB1CQMAAEA3RAGoTxgAgEpi4IvBD4DXiQLQhjAAAAA0JwpAO8IAALBJDK4xwAKcTRSAtoQBAACgGVEA2hMGAKCiGAJjGARAFIBeCAMAAEB1ogD0QxgAADaLYTaGWoAjRAHoizAAAABUIwpAf4QBAKgsBsMYEAGyEQWgT8IAAHAVYQPYQxSAfgkDAABAcaIA9EsYAAAApiQKwDbCAAA0EMNiDI0AlCEKwHbCAABwNWED6JkoANcRBgAAgGmIAnA9YQAAGvGtO8C5RAHYRxgAAACGJwrAfsIAALCL33gAeiEKwDHCAAAAMCxRAI4TBgCgId+6A+wnCsA5hAEAAGA4GaOAkEwpwgAAsJvfeABayBoFWh0z8xMGAACAYYgCcD5hAAAai2Evhj4A3icKQBnCAABwiLAB1CAKQDnCAAAA0DVRAMoSBgAAgG6JAlCeMAAAHYgBMAZBAP4hCkAdwgAAcJiwAZxNFIB6hAEAAKArogDUJQwAQCdiIIzBECAzUQDqEwYAAIAuiALQhjAAAJwiBtsYcAH2EAWgHWEAAABoShSAtoQBAOhIDIkxLAJkIQpAe8IAAHAaYQO4higAfRAGAACA6kQB6IcwAAAAVCUKQF+EAQDoTAyOMUACzEgUgP4IAwDAqYQN4C2iAPRJGAAAAIoTBaBfwgAAAFCcKAD9EgYAoEMxTMZQCcB+ogBsIwwAAKcTNoDWRAHYThgAAACmIgrAdYQBAOiUb90BricKwPWEAQAAYAqiAOwjDAAARfiNB6AmUQD2EwYAAIChiQJwjDAAAB3zrTvA+0QBOE4YAACKETaAkkQBOIcwAAAADCdjFBBaKUUYAAAAhpI1CvgtBUoRBgCgczEI+pYI4C+iAJxPGAAAihI2gLOIAlCGMAAAAHRPFIByhAEAGEAMhjEgAmQkCkBZwgAAANAtUQDKEwYAgOJiwI1BF+AaogDUIQwAAADdEQWgHmEAAAYRw2IMjQCzEwWgLmEAAADohigA9QkDAEAVMfTG8AvwFlEA2hAGAACA5kQBaEcYAICBxAAZgyTATEQBaEsYAACqETaAr4kC0J4wAAAANCEKQB+EAQAAoDpRAPohDADAYGKojOESYFSiAPRFGAAAqhI2IDdRAPojDAAAAFWIAtAnYQAABhRDZgybAKMQBaBfwgAAAFCcKAD9EgYAgOpiWI6hGaAUUQC2EwYAAICpiAJwHWEAAAblW3eAb4kCcD1hAAAAmIIoAPsIAwBAE37jATiTKAD7CQMAAMDQRAE45sPzp89flvsM5uNPvy/3Cvn5x5ubX35bfuCQnXt5+/B483R/t/zEa+zRZfZom5H3yWO/zvOvPyz3zvfxj+9unr//vPzEXvZxPjG3lnrtZYsCJfeSvISBgZV+U3BRPs/Wvfz6OS19salxMRv9GOzRZbPu0db32B4GtC370/MguT7+0o8x1okIUXIN185z2Mf5lHp9l74+vKfV2j2/nzMuf5WAV8UbHW21vNCdZYZjKM0eXWaPOIPzCObT8nXtPYXZCAOQ1AwXtNLHYI8us0cAtNDyvbv12lCCMMA3DMmcwXl0mT26zB5tE3tkWHyb8wjm0vI1nXVt5icMQIdKv/HPcGGxR5fZo8tmOIYZxHMQzwXAJS3ft7OuTQ7CAP/iTYczOI8us0eX2SPO4DyCebR8PWddmzyEAehM6Tf/GS4uLpCX2aPLZtujOJY4JoAZtXzPzro2uQgD/M0bD2eY4TwqfQz26DLvR5zBeQRzaPlazro2+QgD0JHbh0cXgAtcJC+zR5fZo/7E8xHvgQAvZf1g7jpFbcIAf/Lmk0Pp53mG88geXWaPAKih5fUg69rkJQxAJ+Ii8HR/t/zEa1woL7NHl828R3FccXyjOvM90GsBxtbyNZx1bXITBvAGlETp53mG88hr4TJ7BEBpLa81WdcGYQA64EJw2Qx7VPoY7NFlXms5eJ5hXC1fv1nXhiAMJOdNKAfP82X26DJ7BEBJLa8zWdeGlTAAjc1wMSh9DPboMnvEKvYw9jIr5xGMqeVrN+va8NKH50+fvyz3GczHn35f7u0X/2uoN/9jTz//eHPzy2/LDxzyzl6++xycoPSfH0Y/Bnt0mT0aS6Zj/VrzY3ftPId9TKXl6zbr2pc8//rDco8shAHe9PGP726ev/+8/MQR9hLaiIBaeripsca1XvsGqsfH+bWtj7HnY3nr/T6ekzDzN4NnHmOv103P47eOvm5fe7+qZdS1t+z50XO15/dZyvBXCQBgMjEIrkMhbcXzsH4AaPUBpDTHOIcWx7iu18Ksa7d4HpmDMAAAcKJ1MJ95OHeMc2h5jOuaLcy4dqvnkXkIAwAAJ4ihPKyD+YzD+dcfPhzjmFof47p2CzOtvT6P65/b6riYgzAAAHDAy8F8Vhk+fDjGOtb1W5hl7fiPFr58HlsdE3MRBgBgQjEoxuBIObG/L4fzGTnGOfRyjOtjaGGmteP/ZNDyeWROwgAAwBV6+ZBVkmOcQ2/H2OoxrHvQQsu14RrCAADABr19yCrBMc4hwzFute5DCy3XhmsJAwAA78jwIcsxziHDMV5j3YsWWq4NewgDADCpGEpjOOV66wesdbifccB3jHPIcIx7rPvRQsu1YS9hAABg8fUHrBmHe8c4hwzHuNe6Ly20XBuOEAYAgPS+/pA1I8c4hwzHeMS6Ny20XBuOEgYAYId1OGds6/M484csxziHDMd41Lo/LbRcG84gDADAFUYbzuMxxuPl30Z7HvdwjHPIcIxnWPeohZZrw1mEAQDYwHA+hwzPo2OcQ4ZjPMu6Ty20XBvOJAwAwDsM53PI8Dw6xjlkOMYzrXvVQsu14Wwfnj99/rLch298/OO75R5HPX//ebkH1PTxp9+Xe9e5fXj8859P93d//pMxVX8ef/5xucNhv/y23MnxevSeQ2+ef/1huUcGwgAAAAAk5q8SAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQGLCAAAAACQmDAAAAEBiwgAAAAAkJgwAAABAYsIAAAAAJCYMAAAAQFo3N/8PWwMGsS+xi8gAAAAASUVORK5CYII=
元件显示-遮蔽无法解决这个问题,因为左侧的轴也会被遮蔽掉。
data:image/png;base64,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想了想,感觉也合理,毕竟这根轴被排除(不被剖掉)了,那它就应该出现在右半部分这个视角它会投影到的地方。但确实影响到我作图了,不知道有没有大佬有合适的解决方法,毕竟我觉得这个表达方式还是很常见的,变速箱什么的应该会用到吧?

翊FNC 发表于 2025-4-29 21:23:17

不知道截图能不能发的出来,总而言之先补发一遍

zbfyh 发表于 2025-4-30 08:16:42

轴剖开的意义不大

翊FNC 发表于 2025-4-30 08:22:38

zbfyh 发表于 2025-4-30 08:16
轴剖开的意义不大

是的,所以我想取消剖开轴,但需要剖开表达轴套之类的部件

zbfyh 发表于 2025-4-30 11:44:41

从你的图上没看到轴套,若有轴套还是得剖轴表达装配关系

翊FNC 发表于 2025-4-30 12:28:16

zbfyh 发表于 2025-4-30 11:44
从你的图上没看到轴套,若有轴套还是得剖轴表达装配关系

是的,只是示意图;所以有办法做出旋转剖并保留一部分零部件不剖吗?

学者11 发表于 2025-4-30 13:42:18

https://www.bkqs.com.cn/content/xpgem5993.html
你可以参照这个例子来建立旋转剖

翊FNC 发表于 2025-4-30 19:35:38

学者11 发表于 2025-4-30 13:42
https://www.bkqs.com.cn/content/xpgem5993.html
你可以参照这个例子来建立旋转剖

谢谢,但我需要的是装配件的剖切,并且剖完后还要取消一些部件的剖切状态
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查看完整版本: creo旋转剖面视图的表示问题