拓普机械 发表于 2024-12-26 21:08:31

装饰螺纹线命令找不到已添加的螺纹规格

首先在“配置toolbox”里添加了GB的M70X2螺纹孔规格,但在装饰螺纹线命令里却没有M70X2的规格选项,请问是什么原因?还有,其他的公称尺寸的螺纹只显示一种螺距,其他螺距的规格也都不显示,例如,在toolbox里有M10X1.5、M10X1.25、M10X1.0三种M10的螺纹,但在装饰螺纹线命令里只有M10一种型号,看不到其他两种。这又是什么原因?请指教

东海fyh126 发表于 2024-12-27 08:26:06

问题1,随便选择一个螺距2就行,注释手动改;问题2,你再看看书,看看M10的螺距是多少。

拓普机械 发表于 2024-12-27 08:39:13

东海fyh126 发表于 2024-12-27 08:26
问题1,随便选择一个螺距2就行,注释手动改;问题2,你再看看书,看看M10的螺距是多少。
谢谢回复。第二种情况我的意思是本来设计库里同一个直径的螺纹有三种螺距,但在装饰螺纹线命令里只有一种,其他两种不显示

拓普机械 发表于 2024-12-27 08:52:34

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N0j99j5UrJrd8HOsP8usADeGAIHnBQnp6WaX0Z+KbDGdwqJmWbcj1IWpgWJtwA9H56zZYzJRB30vDnaXaAcm7eDmLa7eWgbL+PLcPYz95+6zaSZUuSf4ftkkpGm0rQH/2H7YEjR47I0aNHzUuHw+1XhHKH5Gkg7BKqgmph03Rah56RTXbYws2CKoOcrWEXGcQB2dW60/kslLMaeNHyvY5Lv489wWT7mtciAX8wr/1+vLcYLjQgn3v1J8uNo3cUwi+88IKsXbvWvHQ4BHMHKHuwzABY9hPfh6cFV5oes2W99TU9cKfgcyBPl5/Z5EoRFo450LVuc+YraZ3bS7NVUrqbJ93HdJ9t2s72zT+xLGySTWlt2k6384+jYdhnQIcHls4DIZDLwFwJyhY4Kz0gZeNaUmo+MSeNXHVcIki2bm97gzGLg3gneCYlCXcSyfbJq3Pn9skm6YHv89KZJLf/uZMd20QbPDBID5QBuQjMDsqFydIrPRRNL0ivFl4h9Ox4e3Ev/OwLkE0zgHMgdWnWJnHvvQCGtk7sTiZuXeH++dtvNovKEW7ZZD8csJNl0+kFmuTXjdnRAw/UyQNFQNayhV/GUDjbUoaDcu5CXwgcNZEHpekZmUkvAubgZtNiAPBkHpeWHVyLL47lodyU4gt6+X3K7Uea+iyU3cU79x2K5ndGKQNs+B38/S8COQef0xQt0KKeHtCLejYR+/AtgrXOm0LZiuWgZcBpUp8PIh/Wbl4LvQymCuWC5NoMoF0Gxmw92TrcPthtqcEtdAu3lZ1EfHC6fXYnBi9tZ6WYToB1++O23WkZqzHvwAkP1MkDPpRtGrbfPwRzGyjrLXE+rDoPtwDWB7D9Se+PW1n+AEcrlJviA123lQE5A2lg9Ozior8dB+WW/Q1qqsn6vZPQ9pncAyct+2i/W3YiCfYnWL9tFN7RCQ8sbw8oeBW2+tLhsL3D6SYpO8C1wleTqQXQ9KZN6WPYdj4/haqwXoLUtGxh7N9pEZQ2/ORrd9ZuL0uzdj0WfHYddnwB8PLfye5ndSjbkkkGbw/y2X75D5sEd2vY78L78j7gaF/ad9AeCMoXnsAlEEqApJBzgEt+wrvPGcgUljmQeskzKy8o4C00k+3ngepKIS3jg+UycbJtBhcqZ2ayk0puHwugnp1gLPizddoTkn9rIKWLTPtCLT1fMb0lKaEd/vA9UA7lMPXadBokYAvKTom3FIIe7JJ1eGlbSwHedHNCsJAMThpu+0UnB2+d/vcoHPZOEHbbHUoSiQbecoAH8OABPNCjB9pAedRnrzxIq0Bdof3xmeRJQgfpUX8Ptu+nAIbxAx5o74GIodx+x2lY9MEDeGA5egAo9/gTYzmage8E5PDA6D0AlIEytT88gAci8gBQjqgxSCmjTym0AW0wag8AZaBMSsIDeCAiDwDliBpj1Gdotk9KxAOj9wBQBsqkJDyAByLyAFCOqDFIKaNPKbQBbTBqD0QH5ddf+4DwQgM8gAfG0QODAHqUUH7vDQ8LLzTAA3hgnDygJ5FlDeVLf/GU8EIDPIAHxsEDevKoBZQb59wtvNAAD+CBmD2gJ40aQnm3rD9wWNavLzbn9E6Rha27KwB8n8xJwbxXHhI5cFBees7doutK/sq3F7NB2Ldij6ALuiyVB2oK5bvlpVsPZ+AMxa0K5dJ1KJTlkEyTzCuc2Di4Q//xud6eGBmUn3nmGbnyyivlb/7mb+TFL36xvOc975GdO3cOpLDtF8e1LqM/BfSL5s2uabkg5abptnNS1pScpl+F8M59bv0plNcr+IO/uSvrbbh8G6AFeuCB0AMjgfKDDz4or3jFK+TDH/6wAfN3v/tdufDCC+Xd7363vOlNb5KFhYWBwbkcyndLIyszJGWIgJ+tH9OShIrop+npnYdl/VZNx8GfN38oPJ85GPEAHijywNCh/NBDD8nk5KSsX79edu/eLU8++aQ8/vjj8thjjxkYX3HFFfLWt75VPv7xj8tTTz3VN5zbQrmwvJAk6DDRmlKFTcMZzO+WxvqDsmDH2/XpuIGVL0rq1nZbvLtfKGiBFsvAA0OFskJWk/A3v/lNA+MnnnjCAPngwYNy4MABeeSRRwycNUlfcMEF8pd/+Zfyk5/8pC8wdw/lBILtoOwu3mkyLqgdGyj3f2HPnAjkkGgZpHM5hdRRlDoYhy/GzQNDg/Lzzz8vN954o7z//e83Cdmm40cffdQA+eGHHxZN0fv27RMd1vet27bJhz9xrqx+zwfkwIFHe4JzEZR9qLbArgSoZpkwEV95sOQOjjblkHAd3pndlEEK7ghROLfsZ1jH9tYzbiZkfwEnHnAeGBqUtUxx1llnyXe+8x3RZKwvBbKm4/379xsga0JeXFyUhd175JIf/VL+/l/n5NRPbpJTP3GFnPKRS+XbN9zUNZiLoGwNoKANYVd2R0XLvGHZwlzc662mnCRikTCd2/0shLJCON1m+B3scrw7o6MFWoyLB4YGZYXw+973Pvn1r39tkrGWKzQRK5A1FT/wwANy//33y227FuTNCuNPfUNO/eQV8roLrpG/u3iznHLO1+VFH/26PHno2a7A3B2Uy+u3eSi3JuEQjPn5Sw6IilAthXKajjtBfVzMyH6W+IRfQbWqlQ8NyjfddJO5eLdr1y6Tjm25wqbjvXv3yp33LMhfr99s0vHfX/JDuf72e0VvnXv66aflE1f+RE7+8Jflsq2/WiIoJxf4CmvE5wQX/2wqblOKMKD0poefzQVCDdYV7tDoBOVGun/F+86BDuzxwDh5YGhQvvvuu+UDH/iA3Hfffbl0rOUKBbLeifFPV24zpYp3fu06OfD4k3Lo0CFzB4ZeEPzt/Q/KSWddIm9cd+USQNkm35KLcyV15rYNbcB9SKYtwMvga9ZdcsHQS8JhEk+23WG/SVi1Slht/YgXxsYLQ4OyXtj7yEc+InpPsqZjW67Ys2ePAfXP77hLTtPa8ccuk7sX95t0bG+Xs3dnnPSBDXLyB9cPHMpaaghTpi0J2CpxERRz87RA1wLTqxUroFvmsylG5y8+KRQmZQt9DraxOdiApvU67+28MDQo690XWsI488wz5be//W2WjvVBEf188Zab5ZSP/pt89Fs3ZulY7122d2f8ds+inLhmVl77qa8OBso2oXolhnZC+dMSiEv+KT4v1VqQ2/cE6Gl5pIftFUIZGANjPLAsPTA0KNtHn6empuRjH/uY3HXXXXLvvffKPffcI1raeO/XtsjJH/mqbP7FfMu9y3ox8Ac/+5WceOYX5VObrusbyjbhzl3Zro7czdncrqcA1Bb+htDFSdgHPsPd6M68+GX5eWDoUH722WflzW9+s6xZs0buuOMO0Qt/2ufF6ouuNRfytt1xT3arnH8x8L0XXyUnvPsL8v2bfzMQKOduP7N1Xxtt2733kHQ5cJbfgUOb0qZL5YGhQ1kTs5YyvvSlL8nb3vY2ueqqq+Q3v/mNvHX9d8yFvB/dOt9yq9wNv/i1nPCuz8uK962TPfu7e4ik3S1xSyUq6+WAxQN4oFcPjATKFszXX3+9vOpVr5Lzzz9fzrzkGtELeRd9b1vuQZLbd94t/2ftV+T4d87IV7f8VJ5/vrt/xAiUOTh6PThYDu+MwgMjg7KtMesTffro9f+cPltOeO8X5dUf/7LceOtvzFN9l/37Nvmrj10ix//jZ2Tqi5vk2eee76p0odsAyhxYoziw2Ca+69UDI4eyTc1f+9rX5NS3nG3qxlqqOGH6s3L8P87I8e/4tEx/6Rvy9DPdPclnoQ+UOTh6PThYDu+MwgNRQNmCWW9/O+uiK+SvP/kVedGZn5e3X7BJvrPjV/Lc890n5CIo376vKbzQAA/ggZg9EA2ULUQH/e4n5Zgbgn0DFHgAD6gHgDLpmV8PeAAPROQBoBxRY5CUSEp4AA8AZaBMSsIDeCAiDwDliBqDlERKwgN4ACgDZVISHsADEXkAKEfUGKQkUhIewANAGSiTkvAAHojIA0A5osYgJZGS8AAeAMpAmZSEB/BARB4AyhE1BimJlIQH8ABQBsqkJDyAByLyAFCOqDFISaQkPIAHgDJQJiXhATwQkQeAckSNQUoiJeEBPACUgTIpCQ/ggYg8UCso65flhQZ4AA/E7oH33vCw+Vd2g+hfvjGIlQxyHbaTe/2SvNAAD+CBcfGAsmsQLIwSyvrleKEBHsAD4+aBZQnlQXwp1tEcyBl7ueh4+PBhOXr0aO6l45bL9+N7LC+/R5eUMdjyMtio21Phq69bbrlFvnrppfKVL3/ZDNvxo94/to/fQw8A5SamCE2xnD5rQr711lvlissvlx//+Meyfft2uerb35Zf3XabSc7L6bvyXZbHsQyUgfKy/hmvUNaEvG3bNpOQb7/9drnjjjvMOJ0GyJYHyJZTOwJloLyswWSh/Mtbb5W77rpL7rvvPvNSUANlgBwjzIEyUF72UNbyxfe//33Zfd998sADD8iPrr+e8gW+j9b3QBlzRmvOQaQYe0FPL/TpRT4u9JGOB+GrpVwHUAbKyxrKevAomLVU4b903FIeWKwb+PfqAaAMlIETHsADEXkAKEfUGL2eWVmOVIYHlo8HgDJQJiXhATwQkQeAckSNQdpZPmmHtqQte/UAUAbKpCQ8gAci8gBQjqgxej2zshypDA8sHw8AZaBMSsIDeCAiDwDliBqDtLN80g5tSVv26gGgDJRJSXgAD0TkgfGB8uYpaUysk/lBiTe/TiYaE7JuXs/o87JuYko2D2rdrIeDHA/ggR49ML5QVkg3Gm1eKWQ3T8nEuvkWg2yeauQgP79uQhpTm1vm6/UnCMvx8xUP4IFePDC+UK54FpqfXydTjUYezCYlN2Rqs2+azTLVIC33YiKW8X3EMH7ozwPRQ9kk2pZE3CU801RtIVy8zoLUTXLml0PFkz8g6g9E6Of0ix7KtrFMeSGrKWuqLYBoOM6DalaeyMoeAdgHXbPmYAboeAAP9OCBMYGyXojL14AtrJP3ZLpNwvlp7gzUbPowB8rlOvmaMYxOeGCYHhgPKNt0OzEhE2F92JyJqkE5S9tpTbn9hUJ7Z4aC3A5jzmGak23htzp6YAygrMCdkHXr9G6LKdmc3cqWgDi5s8JBOQNvu58NZh1VkzJQruOBwXfmhDAqD0QP5VwtOKspN6WZwVnN46CcjA/vrGiKubhna8xdQRlzjsqcbBfv1dED0UN581RaOgguxOUg60O5GQDYJOYg7Rood75Q2LlGzUFTx4OG74zvl9ID0UM5+/I+lFOoOmh6SVkhbGrQrg7cUtIgKXNVvF15i2n4Y4QeGEsom5TslzKCpGzLGX69OfdUX1dQDlL2CBsrO0GxD0ADDyxbD4whlBWSYc24dZxNx/nac/qzCygvW0Nz4qK0MO4eGEMoO9MZ8NoHRnLJ2c1jShnhtLT80f6WuHb3RXvrJ7EAeDyABwbogfGB8gC/dJKeg1viBrl+1sVBigfwQI8eqCeUexRr3H8Wsf/8wsED8XsAKANoEg0ewAMReQAoR9QYpJj4UwxtRBsttQeig/K1114rvNAAD+CBcfTAIIAdJZQXFxeFFxrgATwwTh7QkwhQBt6cvPAAHojEA0A5koYYpzM5+0ryxANL5wGgDJRJSHgAD0TkAaAcUWOQPpYufaAt2o6LB4AyUCYl4QE8EJEHgHJEjTEuZ3L2k9SJB5bOA0AZKJOS8AAeiMgDtYTyxtXBfwtZsVZ2mEbZKKttb3HmfYWs3bF0Z0TSBtriATwQeqBmUE6gu2Ltjlwy2Lh6tWzMoOyBeONqaWTAxjyhefiMJ/BAuQde+9rXyo4dedZYvXbt2iVveMMbchyy02oFZU3IIZCtEMm7QtuD8o61sgIoFxonr1u5MZkPberqAQVyEZgtkC+77LLCY6tGUA6AW1hDys+zY+2KDhDngKvrAcf3xvtVPBCCuROQdZ31gbKm3oYtU6ihdsjaFba2bNNxUt7I/pMIKbnwTF7FjMwDtPBA4gEL5rm5OVOyKEvIVq/6QHlRge1gQe0AACAASURBVOtD2R40fjr2hxdlUWvKhcvYZXm3RuIdL+CBvAfm5+ezUKNgPuOMM8QHsj/d165GUE6ScWtN2QexP6wCh5/zovtCMow2eAAPDMIDNYLyoiyaEkZDVm/0zeOD1x8mKQ/CYKzD9xrD+KGzB+oF5ey2N1tLTt5delYo+9NsrbmzkJgNjfAAHhiEB2oIZYwzCOOwDnyEB5bGA0C58Na4pREbE6MrHsADnTwAlIFydoW4k1mYDlDwwNJ7ACgDZaCMB/BARB4AyhE1Bilk6VMIGqNx7B4AykCZlIQH8EBEHljWUNYvxwsN8AAeGDcPNJtN6ffV6HcFLN9/I6AhGuIBPGA9AJQHcGazYvLOgYUH8EC/HgDKQLnvn1v9mpDlARkecB4AykAZKOMBPBCRB4ByRI1BWnBpAS3Qoq4eAMpAmZSEB/BARB4AyhE1Rl2TAd+bVIwHnAeAMlAmJeEBPBCRB4ByRI1BWnBpAS3Qoq4eAMpAmZSEB/BARB4YGyhvnmrIxLp5zzzzsm6iIVOb84lift1EMF9+epWzr66jMbXZ21b366iyHeZBVzyAB0IPjAmU52V+3ZQ09F8+TayTeXNWC6GcfG40JmRqsw/vzTKV+1dR/r+NSoYV7D70gTIHSnig8BlPDMsDYwJla4gEsEk6zkPZgDQDtp3fe59fJxONKdmc/kzxIaxi+5+BsqdbRD/rhnVQsB3af5QeGDMo+2bJQ7mjiECZcgwnGDwwBh6IHsomtXYoP5iyRss8E7JuvimVlp9YJ+u8mjVJ2T/5MdzxhD8GBzrfYXx8HD2UC820eUoaU+sKL/QVzq8HjS7jlTf8coUu438GyuNj4NL2BpSk4jH1wJhBOb1oZ+6MSMsXU8kFwPydGSFUknn9eXwIhwd2Hsq6zSR1h/PxOdSZz3gCD/TrgfGAsqZcU55wF+qazQS0euuaAjZfwvDnsyWM/DigzMHT78HD8nhoKTwQPZQT4HaXVC2kzV0a5gJfheXNfA7u4f3PSyE+6+SgxgN4IPRA9FAOd9h9bi1JuGnVGrpdWu52XcxfTXN0Qic80N4D0UO50t0TLXdeuIdCjAGCFJwvdbh07I8nKbc3DgcW+uCBpfFA9FAua3gD64kJmejjIly1pMyFvrI2YPzSHJToWm9dxxLKuTpzmoL9Oyuqmhoo19v8VX3CfPhkmB4YHyj7JQjvfmMrVgJqv2+MxEjZ+JISh1+yaBmmUyLudR3Te13tccH7+J1Qooey9gSXwLLCHRR6APnwBqpAFajigTHzQPRQ5kw/fmd62ow2wwO9ewAoj9lZFLP3bna0Q7tx8ABQBsr8vMUDeCAiD0QH5WuvvVZ4oQEewAPj6IFBJPEooby4uCi80AAP4IFx8oCeRIAy8ObkhQfwQCQeAMqRNMQ4ncnZV5InHlg6DwBloExCwgN4ICIP1A/KO9bKisZq2dhjI+xYu0IaqzeWm3jjammsWCs7yraj43W63b7O3+EpwdUb/bPyDlm7oiEr1u5o3QddV7t9s9vkvVU7NEGTSDwAlBcTyLWCsRjc1aG8Q3YY4AbrKYSymye//mTfclC20C80UPpdADOAKfSHf3JnONYSDFBOodwCvpI0nYdmgbGLQKwHiEnO9lHv9F0Ts5k/GB8kZ7dvBZAOD750O26Zgn0Ml+EzEMcD0XigNlA2MA1g12iskLU7CkBXANai5Vev7lx60ARuSg02IYfvwbby0A/2TefNpeA0Gbd8rwDyuWWAdKwJif3Cm+qB2kA5M3wAwcWuknIKwXaQM0nVlSOy7YYwtp/N/gQQDSCbpN6NstqcRNS46X6Y2nQAbi/xbFxdUnv25sn2j3HRJCXapN5wrh2UFVSNXGmiAGot4LYmUTAmAE0utDlQZgDMQTmZ30DVQjh892CY7Jumd7s9792s14O3d7HQLNdyonD7xkHu6ejpjS7ospQeeO1rXys7dhRckF9clF27dskb3vCGwiBQMyg7qGpZIUmgXUB542pZsSK5+0JBuHqjA18G5UU3Lqkjp6k5hLH9bCBRsA8phFtrw7r+IIkXnERMGcQD91Kaj3UDNzzQ6gEFchGYLZAvu+wyoKygWrF6dXpLXALo1RsLgFgAOTXdxtUrZPVq/5Y4B+AiKOfqw2HS1cTtlR9a7/6wJ418Y+s+tCbp5Du42+Tsd8svy4GDHnhguB4IwdwJyNo+NUrKCq4VsnZjeJ9yRSinyXZjdp9yAr4WmK5YLatX2BTtgdUmY/te8DPaQNxeGNQTQ1iSMCcLr4ThJ2YzLQF2cTljuGbk4EdvPJB4wIJ5bm7OlCzKErLVqzZQzlKrSaz+z3+Xdq0oiwVJ2aTstTskW4+BqlvWJWVN1Ck4i8oHFso+dM0+tV6USyDt9tWut7WkkTS+nZ6vmQOHrF0LToRMwx9L5YH5+fmsPKFgPuOMM8QHsj/d34faQDn72R9CWeEYwtOHcjp81uoEjjkoe+vyoZzAtKjMkN6vrNuzy6ZAbknc/h0YYWJWuJj9yoM82a6eEBzI/cZmGADhgfg9UBsoZ2a0MDSpKazFpg0WQtmDdg7KOl86zUE5Wacdb1P3WTY9+7DNbnFL0rUmYLt++57td5bM0xSeA3W6TQNjO1xyUiAtZuklr238Byv7W482qjWUk2RZkCo9cIdw9D+bckEKRwvlZNxqd0+xB+7woDLLmAuPLvH660/2L4Wr2adW0CbzNFrqz2Xjw33gcz0OdNp5fNq5vlAugVxi3vxFPL+Gm0EzWD4DbJqc7Xz2vfigyNekbQnD3565rc5L6m49NhEXnFSyNFxlnvExq/vu7DNaLF8P1A/KGbB6a1QLWftuDw6blO1nfTepObsfurft+etjGA3xwPL3AFDuE9IcJMv/IKGNaeNhegAoA2UufOEBPBCRB4ByRI0xzLMx2yL94YE4PQCUgTIpCQ/ggYg8sKyhrF+OFxrgATwwbh5oNpvS76vR7wpYvv9GQEM0xAN4wHoAKA/gzGbF5J0DCw/ggX49AJSBct8/t/o1IcsDMjzgPACUgTJQxgN4ICIPAOWIGoO04NICWqBFXT0AlIEyKQkP4IGIPACUI2qMuiYDvjepGA84DwBloExKwgN4ICIPAOWIGoO04NICWqBFXT0AlIEyKQkP4IGIPDDWUN481ZDG1OaeDTW/bkIaE+tkPqIGqWs64HuTjPFA4gGgDJR7PqlxEAFSPDB4DwBloAyU+aWEByLyQK2gHJYrcp/n18lEY0LWzQ/+zEeaQFM8gAeqeiB6KBtwNhpi/zlpN+8T6+a9BLBZphoNmdrszJGDcnNe1k00qDFHlBiqmpj5nKfRYvy1iB7K5SZLIVr1Qt/mKWk0pmSzB508lJvSNGk5D+7y7Y9/4/PdaEM8EJ8HxhjKSfKtdvdEAvB8cm5KC5SbTTF3dOTqzLodyhocvPEdvLTJ8myT8YWySb4TMjFRAZgl9eIiKLemZaDMwb88D37aNc52HVso23uUDVg7lDDsvKEJC6FMbdmrw8dp2rAd+Uw7LScPjCeU/eTrD3v14qyRzPR8LdlOK4ZyU5omhVNbtjrxDvTwwPA8MIZQbr3A1y4t67SwlmwNVgplm5Y7JHC7Ht6HZ1i0Ruvl7oGxg3LrhTg1afGFvE6NVw5l3/jUlDvpyHTfLwzjh/48MEZQThNy7s4I/8und2N0kW6LAe+vU4eBMgdZ6Ak+44ml88B4QDmt8XbufCgFd+ktbHa6exjFf5gEoy2d0dAWbfFANQ9ED2WTZkshW/IlK0O8ZPmiC4aM464MPIAHhuCB6KHM2ZUTBx7AA3XyAFAewpmvTobiuwJQPNCfB4AyUOYnKR7AAxF5IDooN974FeGFBngAD4yjBwbxKyFKKN+2rym80AAP4IFx8oCeRIAy8ObkhQfwQCQeAMqRNMQ4ncnZV5InHlg6DwBloExCwgN4ICIPAOWIGoP0sXTpA23Rdlw8AJSBMikJD+CBiDwAlCNqjHE5k7OfpE48sHQeAMpAmZSEB/BARB6oEZQ3y+sbDWm8ZXO5ATe9QxqN0+Xsn4VnwWTZ129y47937unS0PXZV7v1RtTgJBzXhmiBFjF6oGZQPl1OXlEEXTXnTjl7RfF0C+AQyv7nGBuXfQI6eGB0Hlj1uv8hm386XxgCb/rtQfnfb3xz4bTaQfn1bzm9MC0reE8+9wJ5fZiUf3aBnLziAjn7LQ3xIXxR8Bnzj878aI/2MXpAgVwEZgvkDZdfC5QT4GopIkzLdpx9tyZP0rOWM0II6+esdNF4h1xEiaLQYDEeLOyT9TfvS+2FEMydgKz7U7ukrIA15QivBuw+56Gs4D353J0GNiGU/cY0y6+4QL4HmAEzHsADgQcsmL91/c2mZFGWkC1Tagnl2/b58C0Z1ot+HrjbQdnWo1svEJJErNF4xwt188C2XY9kJygF88vP+K/iA9mf7mtTUyi7tOxSsh40FtBatvDLE27YJmdfxGQ5Shh5TYAQeuCBXjxQWygnIFXY+vVlC+VWM+WT8mZ5vZei82BvXbaXhmEZdMQD9fRAjaHs0rIzfxdQtvcn6zv15OxnmtOyngcU359279cDNYIyZunXLCyPh/DA0nsAKAdXSjHd0psOjdEYD5R7ACgDZUoPeAAPROQBoBxRY5AeytMD2qBNXTwAlIEyKQkP4IGIPACUI2qMuiQBviepFw+Ue2BZQ1m/HC80wAN4YNw80Gw2pd9Xo98VDHr5xjl3Cy80wAN4YBw9MAgeRgll4Q8FUAAFxkwBPYkA5TFrNHYXBVBg+SoAlJdv2/LNUAAFxlABoDyGjcYuowAKLF8FgPLybVu+GQqgwBgqUBMoz8m09uY2PVfeRHPT0mhMyuyCP0uy3GR+pCzMTnr/Cmpa2qzVXxnDKIACKNBRgRpBeVImJ0PoWn0WZHYyPz0B77TMzk5KHspzMu3B3cznfbZr5B0FUAAFelGgVlCenp4sTMsK1snZWZluScpiUnEeyoHMC7MyOTkruYAdzMJHFEABFKiqQK2gPLug5YgwLdtx9j0vXQLsNsjVsgdJOS8an1AABXpWoGZQTpKvD1FXfugBypqSG9SUe3YfC6IACrQoUDsoi/jwLRt2OpUlZQNzyhZOKIZQAAUGokANoezSskvJqqUPaKdtEZSLxrklGEIBFECB3hUYCZQPHz4sR44ckaNHj5rXCy+8IPqyn3WaztPP89/6xdxfCFz9rP/J2q8vh/MkS7cAWEsW1JCdtAyhAAoMVIGhQtnCuHnkqPzy/gPy5Zt2yrs27ZBXXvh9eeUXN8u7Lt8q/7r1TvnlnoeleeSIAXevcG4PZZeWnZoVoWzuZ1ag+y8f7m6NDKEACqBAtwoMDcoWyLv2Py6fu/7XctpnrpHTPvMdOe3TV8tp539bTjv3Sjl17bfk1E99Q0795CaZ+cEvZNe+gz2DOQ/lbmVhfhRAARQYjQJDgbIF8q17H5G3XXajgfHrLvp3uX7+fnngsaflucNHzGvfE4dk665F+V+z35NTPnaZvPVffiD/ce++nsAMlEdjKLaKAijQnwJDgbLWiDUh/98UyGdf/XN56rmmqSHb2rLWlH/3u9/Jf/7nf8pzh4/KR67cKif/06Xylou/K7sePGDA3E2NGSj3ZwyWRgEUGI0CSw5lUxM+clQ+e92vTKni7Kt/Zi7q2Yt5Ol0v8L3kJS9peZ218Udy0tn/IjPXbJfm4e4u/gHl0RiKraIACvSnwJJDWeH7y72PGCC/bv0PTELWcTb1WihrSp6YmMi9nmsekdd8+nI56QMb5NZ7H+gqLQPl/ozB0iiAAqNRYMmhrCn4y9vn5bTzvi3X37nXpGKTntN/DOhD+cUvfrH4Ly1lbP3NfXLimlm5ZMvNZlkL807vQHk0hmKrKIAC/SkwFCi/a+ON5s6KBx57KrtopzD2gbxixQoJX5qeHzz4pJz43gtlav1VpuzRCcZ2OlDuzxgsjQIoMBoFlhzKegHvv33hGjn1U5vMHRb2ARH7ruA97bTTspd+tuN02eeah+WE96yTl5+1ASiPxiNsFQVQYIgKDAfKn7taTvnE5QbKCtpTTjnFgFfhq8P2pZ8trO271pVPeNfn5OUfWt8HlNMn+No9iddFJ/eufZL1tlutm5chFEABFOiswJJDWeH6zq9fb+473vfY0wbGJ510koQvC2Rb1tB3vSB4/yOPyfHvnJG3X7CpTyjnO7HPS9NNJ/duSdN3RqMhQNlpwhAKoEB/CgwFyv/641/LKed8TW6c32vuQz7++OPFf/lAtjVhW2+eu2WnHP+OT8s/b97Wx4W+5BHqgXZyn3ZuPzsNlPuzIEujAAr4Ciw5lM0tcfc9ZB4E+evPf8s8GPIXf/EX4r+KoKzLPfXMc/Lfz14vx7/9PLll156+oTy4Tu6TZK3/um8OKPt+YhgFUKBPBZYcypp4tXOhmWtvkpPOukQ++o0b5Nhjj215aZnDli4UyFp7XnPxVXLc28+V8y//oXl4RMfbJN3pXb+Y+3OdDZmSg1dvcJ/dPG654n8HpSC2/yIKKPtqMYwCKNCvAksOZYWnwlQflV49e7Wc9P6L5P/92xZz0U/vQ9aUrABWKOt8+q4J2QD5H9bK3593qdy1p/v+L8qgnO832QexP+xkbem6M/j3T0DZacUQCqBA/woMBcr2ot1/3LMoq794pbnv+FUf+7LceMe98uDBJ8xtb3rrm17Um7tlXl551pfkuLcpkL8i/3HX7ty9zZ0Ssp1eDmXXbadLySpkFShr2cLvstMN2+Tcf5OwBhRAgTorMBQoKygtmHctPiyf/tYNcsK7Pi8nTH/O3Flx/Ds+I8dPnW9qx8f9w1o57m2fMiWLMCGbUkj6JKCFb9l7OygnAFag+v0gV4Fyq1VIyq2aMAYFUKB3BYYGZR/M2rnQLffcL//8gx3mVreXvf8Ceen718k/fOEyufjaG+WWXbuzGrIPYn+4DMZ2fHsou7TspAPKTguGUAAFRqXAUKFsgWlTs9aP9aU1Zfuy43SeEMLhZ7u+ovc8lEclL9tFARRAge4UGAmUiyA66HFAuTsjMDcKoEAcCgDlONqBvUABFEABowBQxggogAIoEJECQDmixmBXUAAFUAAo4wEUQAEUiEgBoBxRY7ArKIACKACU8QAKoAAKRKRATaCsD4Y0pOF1RNTSBt12cm/mTx+znpyVhZYVMgIFUAAFulegRlAeYCf3CmRA3L3bWAIFUKCjArWC8mA6uddOiaZlrqO0zIACKIAC3StQKygPpJN7/Y8j07O53uLaVUW6bxKWQAEUqLMCNYNya0dErvvOih0SpbVkB+Li5epsKr47CqBA7wrUDsr5fpN9oPrDTtDCTu6DerL/n0jckgyhAAqgQPcK1BDKLi27lKzCVYRy+g9T/bst6FO5e+OxBAqgQLECtYRyf53cJ/99JCtfKKQbXPgrthdjUQAFulWgplB2adkJVjEpmwV0XvuvoPz/XuLWxhAKoAAK9KJATaDcizQsgwIogALDVwAoD19ztogCKIACpQoA5VJpmIACKIACw1cAKA9fc7aIAiiAAqUKAOVSaZiAAiiAAsNXACgPX3O2iAIogAKlCgDlUmmYgAIogALDVwAoD19ztogCKIACpQrUBMrpwx7ZY3gFenTTyb15is8+PMLTfAVqMgoFUKBHBWoE5UF1ch88Zk2H9z1aj8VQAAWKFKgVlAfTyb2mbj8dh5+LZGYcCqAAClRToFZQHkgn91KQlNuVRaq1A3OhAAqggFGgZlBu7YjIdd+pibe1c6GW/pSNbAmYG9opUdC3Mr5CARRAgX4UqB2U8/0m+yD2h52kLVA2F/k8eNN1pxOLIRRAgb4VqCGUXVp2KVl1rAblFkjrktMNoYLRtxdZAQqggIjUEsp9dXLfkoyLYY67UAAFUKAXBWoKZZeWnWjFcC1KxpL+81RTU26Qkp2GDKEACvSrQE2g3K9MLI8CKIACw1EAKA9HZ7aCAiiAApUUAMqVZGImFEABFBiOAkB5ODqzFRRAARSopABQriQTM6EACqDAcBQAysPRma2gAAqgQCUFgHIlmZgJBVAABYajAFAejs5sBQVQAAUqKVATKOuDIQ1ptHsWOujk3jyCrcuYl99Vp+qars9M8/rBqCQ5M6EACqBAuQI1gnI3ndzPybQH8HwfGQVdd+b6Vy4XmykogAIo0EmBWkG5l07ujYDa34XtotMfTibK7CSPWncyGtNRAAWqKTAwKF9zzTUS00u/mPuz/VrYdzfF9Q5XNC2dT0sbNjn7w9lkoOwryjAKoEDvCii7BsHSRrPZlJhexVBu7YjIlSZKoBz0ClfUQVHRuN6bhCVRAAXqrMDAknJMQNZ9KYOyS8ba7D6I/eHEEgbYtmxhXUJStkrwjgIosAQK1BDKLi27lKzK5qFcmn4VyjlQ64U/7sBYAm+yShSopQK1hHICYL3dzYepB2UtWdgacostCu6+yEG6ZQFGoAAKoEBlBWoKZZeWnVIelDUNZ/co23uVPYCbOrMdH97D7NbIEAqgAAp0q0BNoNytLMyPAiiAAqNRACiPRne2igIogAKFCgDlQlkYiQIogAKjUWCJoLxdZlaulJUrZ2S7uX/ZftZxbV7Tm2TBu995+0w678z24B5ou75p2bRQfH+0fjH+UAAFUGDcFBgylFOILmySaR/a22cSWPtQDufxYG3uibbLrCwGM1AeNyuyvyiAAqrAgKFsE2ybNFwxKduUPL1pIUjJLhnbeVb6ME/hDZQxOAqgwDgqMHgoT0/LtL4MfNPhaQvpiknZpmQPthmA20E9nfbxmengib5xbBr2GQVQoI4KVIXykSNH5OjRo+alw+FT1WnfF9tlpi2ULZxL3g2EF2RTCvGZ7U1Z2DSd1qFnZJMdDmvMFuJZDTt8zLqOTct3RgEUGEcFqkBZIfzCCy/I2rVrzUuHQzB3gLK94NeUZlYLXinFpYmiEkiasLNlvfU1PXB7yTpfvtAHQwbXyb15PDt7uISHR8bR+OwzCsSqQCcoh0AuA3MlKGep10u62Tgv5SYxPJ+YuxsXJuXkab3J0j4qkv4r3PR2ndy3mxZrM7NfKIAC46JAOyiXAbkIzA7KhTVfr/RQNN1LuLYuYmGtJQw7Tt/teHtxL/xs521NypMykE7uw5Zt6fQ+nIHPKIACKFBdgTIoFwFZyxZ+GUPhbEsZDsq5mnK+zJAA0ytPTM/IjFc/tkBtZjXifO05AbRL0O6e5+C2uO0zwYU+26+FffcFsuPsuz8tHS7orjObq920bCYGUAAFUKCaAmVQ1ot6NhH78C2Ctc6bQtmmWg+8moyDC3juoRKd381ra8xZ+tVlvVJHGbSL0nRRUp5daO2IyHXfWQLloJP7nKztpuVm5AMKoAAKVFOgCpRtGrZMDMHcBsp6S1w+7bp0Wzw+BGwuNdsyR5CkW5ZZyk7uU10NzOmys5rLmAsFUKCyAmVQVvC2uwUunG6Scrt7iTUF2wQ8vWlT+hi2BXNQfmgGJQoLY7+mHNSmbcq2Z46ypKzK2HRs3xO18klZp01qtC74azetYHZGoQAKoEBlBcqgbNlW9T0oX9gyRv4WuNaUrDB25YukVOE+5xJwLh37tWo3/0rvket2UO6rk3stWZR2gF9Zd2ZEARRAgUIFlh7KYer1E66XgG3KDhOvnhVswlao50Dt94fhQVvX0R7KLi07Vbyk3K6T+3bT3MoYQgEUQIGeFBgClL3U7EN0iYfzUO5JGxZCARRAgaErAJSHLjkbRAEUQIFyBYByuTZMQQEUQIGhKwCUhy45G0QBFECBcgWAcrk2TEEBFECBoSsAlIcuORtEARRAgXIFgHK5NkxBARRAgaErAJSHLjkbRAEUQIFyBWoCZX0wZHCd3Ds5k/XygJ9ThCEUQIH+FKgRlCfFdWIfitZNJ/duWdN3RqMhQNlpwhAKoEB/CiiUb7vtNvOq2s9F0XzlfV8s8ZN7RTuj4/SLub/kEeqBdnKfdm4/Ow2Unc4MoQAK9KuAZZeCuYxvVcaPBZRnF7z+LTLl7Dj7nk1wAy0d2SfJWjuRmwPKTieGUAAF+lagZlBu7YjIdd9ZAuWCjuwVxLZbT6DctwdZAQqggKdA7aCcdNs5KUlXyT6I/eFEIQPssCP7IDUDZc9NDKIACvStQA2h7NKyS8mqYx7KOs2mYaeyli0a0tA7OYJX67xuKYZQAAVQoKoCtYRyX53cB8qSlANB+IgCKNCXAjWFskvLTj0vKXfRkT1QdgoyhAIo0L8CNYFy/0KxBhRAARQYhgJAeRgqsw0UQAEUqKgAUK4oFLOhAAqgwDAUAMrDUJltoAAKoEBFBYByRaGYDQVQAAWGoQBQHobKbAMFUAAFKioAlCsKxWwogAIoMAwFgPIwVGYbKIACKFBRgZpAWR8MGVAn94UPlrgOiirqzmwogAIoUKhAjaA8+E7ujaIFvcgVKs1IFEABFKigQK2gPNBO7lNxecy6gsuYBQVQoLICtYLy4Dq5T/VN//vIQmW5mREFUAAF2itQMyi3dkTkuu/0OiTyNWtTntCUTJedvlgMowAK9KtA7aCc7zfZB7E/nMha2Ml9prjOPy1z2WcGUAAFUKB/BWoIZZeWXUpWIfNQLu7k3hM8+A8k3hQGUQAFUKBnBWoJ5UF0cs8Fvp49x4IogAJtFKgplF1adtp4SbnwXmT7f/10CW9etwKGUAAFUKBvBWoC5b51YgUogAIoMBQFgPJQZGYjKIACKFBNAaBcTSfmQgEUQIGhKACUhyIzG0EBFECBagoA5Wo6MRcKoAAKDEUBoDwUmdkICqAAClRTAChX04m5UAAFUGAoCgDlocjMRlAABVCgmgI1gbI+7NFdJ/f6xF5Dl9HX5Kzke4JL12em+w+VVBOduVAABVCgTIEaQbmbTu4XZHbWdTVkAD1tPy/I7GRDso/m6T86JiozGONRAAW6U6BWUO65k3u/86GWPpQDSHenBDw4OQAADBZJREFUP3OjAAqgQE6BWkG5107uc50P+YBOpcxNz8nLBxRAARToToGaQbm1IyLXfWfQyZDXKVFWqpBk+bBj+47dfHbXJsyNAihQYwVqB+V8D28+iP3hvCNMTdle7CMp58XhEwqgwEAVqCGUXVp2KVk1LYdyMi29mKdQtoA2TaE1Ze7AGKgrWRkK1FiBWkI5gaze7ubD1IPywqx4N1+IgXcG4uDCXguka+wmvjoKoEDfCtQUyi4tOwU9KJvU3OY+ZfPPVO10bodzGjKEAijQrwI1gXK/MrE8CqAACgxHAaA8HJ3ZCgqgAApUUgAoV5KJmVAABVBgOAoA5eHozFZQAAVQoJICQLmSTMyEAiiAAsNRACgPR2e2ggIogAKVFADKlWRiJhRAARQYjgJAeTg6sxUUQAEUqKRATaCsD4YMrpN70xdGaQf4lXRnJhRAARQoVKBGUB5gJ/feM9gG0H43coUyMxIFUAAFqilQKygPpJP7UNeCXuPCWfiMAiiAAlUVqBWUB9LJfaAsHdwHgvARBVCgLwVqBuXWjohc951+h0Tak+d09o9TW6oT7ab11RwsjAIoUHcFagflfL/JPoj94bwtcp3c5ydJu2nBrHxEARRAgY4K1BDKLi27lKw6lUM518l9i6S6HN13tsjCCBRAgZ4UqCWU++rkvm0H+D21AQuhAAqgQKZATaHs0nKmRC4pa/q1ndg3gn//1G6aWxtDKIACKNCLAjWBci/SsAwKoAAKDF8BoDx8zdkiCqAACpQqAJRLpWECCqAACgxfAaA8fM3ZIgqgAAqUKgCUS6VhAgqgAAoMXwGgPHzN2SIKoAAKlCoAlEulYQIKoAAKDF8BoDx8zdkiCqAACpQqUBMopw98tPQs5OliOhmalNmFZJzp08I+QDI5K+lot4DXKVGjaLqbkyEUQAEUqKxAjaA8qE7u0x7kAHFlkzEjCqBAdQVqBeXBdHK/ILOTdEBU3WLMiQIo0I0CtYLyQDq5X5iVyelZmZ10fWO0q4p00xjMiwIogAI1g3JrR0Su+06tO7uacmkn92kt2YE4WA5PoQAKoEAfCtQOyvl+k32g+sN5RXMd2SuUg3qyTp+0Vwjzi/IJBVAABbpSoIZQdmnZpWTVrBzKuU7utXxRAGWXnLvSn5lRAAVQIKdALaHcVyf3ohf6GpJBWCHNfx7JmYoPKIACvStQUyi7tOyk85OyDrsLeWG5wkFd5/Hq0G5lDKEACqBATwrUBMo9acNCKIACKDB0BYDy0CVngyiAAihQrgBQLteGKSiAAigwdAWA8tAlZ4MogAIoUK4AUC7XhikogAIoMHQFgPLQJWeDKIACKFCuAFAu14YpKIACKDB0BYDy0CVngyiAAihQrkBNoJw+DJI9hlcgSDed3Jun+OzDJXTjWaAmo1AABXpUoEZQHlQn9/6Tf3R436PvWAwFUKBEgVpBeSCd3GuiziVu7QuDR61L/MVoFECBLhWoFZQH0sl9C5RFtOvOHKe7bARmRwEUQAGrQM2g3NoRkeu+s6AskXZKlAOuqSd7ydjUooGyNRTvKIAC/SmgUL7tttvMq9lsSq+vRq8LLtVy9myTyOMDt8pwXtRcJ/c6KQVxQ6E9OSuz0x6k84vyCQVQAAW6UkDZNQgujhGUXVp2KVk182EdaqjTyu6yaDctXA+fUQAFUKC9ArWEsusP2U+4HpQXZmV2zgln4B38txE7lX8FZZXgHQVQYBAK1BTKLi07ET0om9Rs70NOShQL2YzJfx4xpYsG/5svk4UBFECBgShQEygPRCtWggIogAJLrgBQXnKJ2QAKoAAKVFcAKFfXijlRAAVQYMkVAMpLLjEbQAEUQIHqCgDl6loxJwqgAAosuQJAecklZgMogAIoUF0BoFxdK+ZEARRAgSVXACgvucRsAAVQAAWqK1ATKOuDIY2gy81AJNOfhf+En52eLOt3SmSe8Es7K2qUPn5tl+cdBVAABaorUCMod9PJvRPQAthBeU6m3QfJ95/hlmMIBVAABXpRoFZQ7rqTe+2m0/QC16ZrznQe9xh2L83AMiiAAiiQKFArKHfXyb37jyJtO7Ev6PQec6EACqBArwrUDMqtHRG58oPfIVHy30QmZ5P8Wwpl0+F9WZeevTYJy6EACtRZgdpBOd9vsg9ibzhIv0VQNjAv6c6zzobiu6MACvSnQA2h7NKyS8kqooVyvmtO20WnvtvkrMvZ4f7kZ2kUQAEUyCtQSyh37OQ+r1H+H6NqycK7+yKYlY8ogAIo0JcCNYWyS8tOPZuU3Rg7lCtf+P+fL7tXuej+Zrs07yiAAihQXYGaQLm6IMyJAiiAAqNUACiPUn22jQIogAKBAkA5EISPKIACKDBKBZY1lPXL8UIDPIAHxs0DzWZT+n01+l3BoJcft0ZgfwEHHsAD1gOD4CFQJpXzqwQP4IEBeQAoD0hIe5bjncSDB/BAPx4AykCZhIMH8EBEHqgBlPfJnF5O3bmv3HhXHhKRw7J+fXiGT5adu9KNf+nWw/mLs+3WG1FD93PmZlnX/miBFkvtgZpA+bAsHCiCrhpst6w/UDzdAjiEsv95qRuI9QMBPFAvD9QGynM7DxemZQXvwtaDMhcm5fUHZeHAQVm/U8SH8HTwmQOmXgcM7U17L7UHagPl9eu1FBGmZTvOvlvDJelZyxkhhPWz+zsk05QoystCaIM2eKBrD9QIyneLKUd4NWD3OQ9lBe/C1t1GzBDK/lnSLH/goLwU43VtPF9Hhm0Y4B0v3N33gyMK9cjvU/aBW2FYL/p54G4HZVuPbr1AyMHFwYUH8EBvHqhVUlaT2HRs3xPjWFhr2cIVJ/whm5zzRtPlKGHkNenNiKwD3fBA4oHaQblxjoJU//z6soVy64GRT8r7ZM5L0Xmwty6LydAED+CBbj1QQyi7tOzE6gLKfnymnkwtmesJeGDAHqgBlDlTu5MPWqAFHojdA0B5wGe52Buc/QNKeCBuDwBloMzPTzyAByLyAFCOqDFIMHEnGNqH9hmGB5YllAfxpVhH///9AA3REA+MxgPRPTyCEUZjBHRHdzwQhweA8gD+pxZmjsPMtAPtsBw8AJSB8kCe118OBwPfAajH4AGgDJSBMh7AAxF5AChH1BgxnKXZB9IiHhitB4AyUCYl4QE8EJEHgHJEjUFCGW1CQX/0j8EDQBkok5LwAB6IyANAOaLGiOEszT6QFvHAaD0AlIEyKQkP4IGIPACUI2oMEspoEwr6o38MHgDKQJmUhAfwQEQeAMoRNUYMZ2n2gbSIB0brAaAMlElJeAAPROQBoBxRY5BQRptQ0B/9Y/AAUAbKpCQ8gAci8gBQjqgxYjhLsw+kRTwwWg8AZaBMSsIDeCAiDwDliBqDhDLahIL+6B+DB4AyUCYl4QE8EJEHgHJEjRHDWZp9IC3igdF6ACgDZVISHsADEXkAKEfUGCSU0SYU9Ef/GDwAlIEyKQkP4IGIPACUI2qMGM7S7ANpEQ+M1gNAGSiTkvAAHojIA0A5osYgoYw2oaA/+sfgAaAMlElJeAAPROQBoBxRY8RwlmYfSIt4YLQeAMpAmZSEB/BARB4AyhE1BglltAkF/dE/Bg8AZaBMSsIDeCAiDwDliBojhrM0+0BaxAOj9QBQBsqkJDyAByLyAFCOqDFIKKNNKOiP/jF4ACgDZVISHsADEXkAKEfUGDGcpdkH0iIeGK0HgDJQJiXhATwQkQeAckSNQUIZbUJBf/SPwQNAGSiTkvAAHojIA0A5osaI4SzNPpAW8cBoPQCUgTIpCQ/ggYg8AJQjagwSymgTCvqjfwweAMpAmZSEB/BARB4AyhE1RgxnafaBtIgHRusBoAyUSUl4AA9E5AGgHFFjkFBGm1DQH/1j8ABQBsqkJDyAByLyAFCOqDFiOEuzD6RFPDBaDwBloExKwgN4ICIPAOWIGoOEMtqEgv7oH4MHgDJQJiXhATwQkQeAckSNEcNZmn0gLeKB0XoAKANlUhIewAMReQAoR9QYJJTRJhT0R/8YPACUgTIpCQ/ggYg8AJQjaowYztLsA2kRD4zWA0AZKJOS8AAeiMgDQDmixiChjDahoD/6x+ABoAyUSUl4AA9E5AGgHFFjxHCWZh9Ii3hgtB4AykCZlIQH8EBEHvj/MSOVd+ocfooAAAAASUVORK5CYII=在装饰螺纹线命令里,只有这些规格,没有细牙螺纹规格。

我就爱吃馒头 发表于 2024-12-27 09:25:23

说实话。我碰到这样的问题都是直接引用系统里默认的装饰螺纹线规格,然后自己在设计树里右键重命名这个装饰螺纹线写上实际的规格,比如你说的M70x2

东海fyh126 发表于 2024-12-27 09:34:55

如果是插入特征,螺纹线,就是螺距相同就行,

长白老魔 发表于 2024-12-27 11:27:13

应该是你添加螺纹时,少了一个步骤。异形孔向导——GB——螺纹孔——螺纹孔——添加新大小——添螺纹规格及尺寸——保存——螺纹数据——添加新大小——保存。

拓普机械 发表于 2024-12-27 15:09:19

长白老魔 发表于 2024-12-27 11:27
应该是你添加螺纹时,少了一个步骤。异形孔向导——GB——螺纹孔——螺纹孔——添加新大小——添螺纹规格及 ...

两项都添加了,不然使用异形孔向导的时候会有提示。在异形孔向导里有新添加的螺纹规格,但在装饰螺纹线里找不到。您添加了以后在两个命令里都能看到?

长白老魔 发表于 2024-12-27 16:44:55

我的确实也没有啊。用特征螺纹线吧。

sdlcwzj 发表于 2025-1-10 16:11:46

装饰螺纹里,把标准改成无,设置一下螺纹底线,再输入螺纹参数。就可。
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