s760668291 发表于 2017-8-19 10:10:20

UG草图尺寸无法更改

data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWoAAAFcCAIAAABumWMEAAAPjUlEQVR4nO3dSXLcSBJAUd5Jd9JptXIr43XUi2SnckACMXn49M3eoltVUgERHl8kMkl+/f36AoABX3+/vuS/byTw6/cf82tAHeQjGwqCbchHQhQEe5CPnCgINiAfaf36/YeIQBX5SI6CQA/5yI+CQAn5KIGCQAP5qIKCYDnyUQgPU7EW+ajiHg4KglXIRwkvyaAgWIJ8JHf7hOW9FxQE88hHZp/acf+n5leI0MhHWuftePx3zC8VQZGPnO7taKkDBcEY8pFQVzvuv8X8shEO+cjmsR1dUaAg6EU+8ngJx0AOKAi6kI885vMhPExFD/KRymQ7Hv8c83uBf+QjlduxX3L4KQgukY88lh94CoJz5CMJpaNOQXCCfGSgesh5mIpPyEd4e842BcE78hHbzlNNQfCCfMS2+UhTEDwiH4GZHGYKgjvyEZXhMaYguCEfIZkfYF6OgZCPiPycWz9XAhPkIxhvJ9bb9WAn8hGMw+Pq8JKwB/mIxO1BdXthUEU+wnB+RHmYWhD5iCHKyYxynViCfAQQ60zGulrMIB/eRTyNEa8ZA8iHd0GPYtDLRhfy4VroQ8jD1PTIh185zl6Ou8Ah8uFUplOX6V7wiHx4lO+85bsjCPlwKOtJy3pflZEPX3KfMR6mJkM+fKlwuircYxHkw5E656rOneZGPryodqKq3W9K5MOFmmep5l1nQj7sVT5Fle89AfJhjPPDyzFxkQ9jnBzWIS7yYYkzw2qERj7McFpYk+jIhw3OCSuTAPkwwAm5XB+WKATy0WrVQHMwWKg0yMe1+1+GS/5W5FSwVmmQjwvvEzwTEc4DK5YJ+bjwaXwHxpqTsHYLYI58XDiZ3a4PQzgDk7vAAjpEPq6dF2TyT8CSjYAJ8nHtfGovZ5qhX4jFdIV8NJkpCBO/FuvpB/l4dfs0++7x189/V9evYwar6gT5eHL+Mm3vQxCmXA8PUz0gH08uP4j4NLWH3TG/nfRYZFvk40njxxeXn9cw1tuw1IbIx5OuBxzvz0da/hAsx4JbIR+v5l9GYZr3Y81NkI8DvEwbEQ9T9yMfx2PHy7RBsQU7kY/v+xfjH/76yW9p//exExuxDfn4lv6C8LjUObZjD/LxLc9v63j/R+8vuHz67fCDTdmAfHzL23s6Dn/x8J3swpg6xtZoIx8/Tt4V1v4b4Q0vx6giHz/ePwDhLR5psE1KyMePT5+ztPwW+MdmaSAf/3S9AYRxDIctW458/NP+eTKDGBQbtxb56MYIhsbD1IXIRzeGLwE2cQny0YexS4OtnEc+OjBwybChk8hHK0YtJbZ1BvlowpAlxsPUYeTjGrNVAbs8gHxcY7CKYKN7kY8LjFQpbHcX8nGGYSqITW9HPj5ijMriYWoj8nGM6QEzcIl8HGBucMMknCMfBxga3DEMJ8jHK8YFLxiJT8jHEwYFh3iYeoh8/MN84BwT8oJ8/GAy0II5eUQ+voWZQA+m5Y58fAsDgU4MzA35YBQwgrER8sEQYBgvx5TOR/G9xxKVp6huPirvOtYqO0tF81F2v6Gk5kRVzEfNnYa2gnNFPoBlqj1MLZePUrsLE3VmrFY+6uwrbBWZtEL5KLKjcKLCvFXJR4W9hDfpp65EPtLvItzK/TCVfADqsk5g/nxk3TnEknIOk+cj5Z4hqHzTmDkf+XYL0SWbybT5SLZPSCPTw9Sc+UizPcgqx4iSD8BGgilNmI8Eu4Iios9qtnxE3w9UE3piU+Uj9E6grLhzmycfcfcACPpyTJJ8RFx6IDryAWBQhnzQDiRz+1zmzvx6PgmfD8+LC4x5yYfbIY+dD7fLCswgHzuW2PwaoOf9CCV2ee/m23Eoaj7cLij2yzcM5EN3cc2vAX7km4cQ7RDygQSSzcPX19+vr7/v/9uhePlINiuY5/yv6C4vvSAfK6WZEiyUJh/vsSAfy+QYESyXIx+HpSAfaySYD2jw/3yxEfnQkmA4oCRHPk4y4bkg5AOxJcjHeSDIx5TQkwFtId4fceKyDuRjXNCZwDah89GSBvIxKOJAYLO4+WjsAvkYEW4asF+UN3cfau+C24I4zUe4UYCJuPnoKgL56BNrFGAr3LT05oB8dAg3DbAVa2AGWkA+WsUaBXgQaGaGQ+CzIL7yEWgO4EeUsZlJAPm4EGUI4E2IyZk8/+TjTIgJgE8hhod8KAoxAfDJ//DMH37y8ZH/7Ydnzudn1cl3WBD7fDjfe/jneYQWnnny8crzxiMKt1O09sCTjydudx2x+Byk5aedfPzjc8sRkc9Z0jjt3gpCPhCew1lSOufk41tc7jfi8jZOeoecfLjbbETnaqJUT3j1fLjaaeTgZ6i0j3fpfPjZZmTiZK72nG1XBdmXDyd7jHycjBb50OJkg5GSh+nadqrJB7CS+XTtPNLl8mG+u8jNdsD2n2c/BVHPB+2ANsMZMznJVfJBO7CB1ZhZHeMS+aAd2IN8WNHKB+3ANibDZniGyQewzP5hMz/A5hdwo5IP2oGdNs+bh6Pr4RpEIx+0A5vtHDkn59bJZSzOB+3Aftumzsmh9XMlK/NBO2Biz+A5ObGuLmZZPmgHrBTMh5PrIR8Ib8PseTirDi9pTT5oBwxpj5+Hg+rzqhbkg3bAluoEejilbi9sNh+0A+b0htDDEfV8eVP5oB3wQGkOzQ+n/ysczwftgBPkwwr5QHgao2h+MkNc5GA+aAf8WD6N5scyynV25OO+SbQDrqwdSPMzGehqW/Px6/efO/MlAx4tnMlY7TC/YPKB8FbNZLh2mF9zUz4e20FB4A35sPqvj+TDfMmAR0tmMmI7zK/8Oh+0A87Nj2XcdthefF8+zFcKeDc5maHbYXv9F/mgHfBvZjijt8P2Fs7yQTgQwvCIJmiH7V385ONwA2gHQiieD8Mb+ffRx8se0A5EMTaoadpheC9Pn7w8bgPtQBQDs5qpHYa38/rs47YTtAOB9I5rsnYY3tHBo1M+bUEsXeOarx2G9/XxlRcKgijaZzVrO6xu7eKFW/NFAS6RD6tbu37bmPm6AOcapzRxO6zurulN6+ZLA5xoGdHc7bC6wY6vuDVfIODQ5XCmb4fVbY58s0LAlfPJLNIOkzvt+1bJFAQOnYxlnXaY3Gz3d1qnIPDm00yWaofJ/Y78oAYKAlfIh9X98nNe4Mv7N9a9/Fa7h9NYrR0mdz31U+aICNZqnKj3rw5/+RdqtmP/jU/9iGzhwxCs0zVLJ18dXrYd++99Nh9CQbDIknxUbsf+21+QD6EgWGE+H8XbsX8R1uRDKAhWmHz2QT42L8KyfAgPUzHt/OWV81deaMdN1HzcUBAs0f7zyX79/kM77mLnQygI9qIdVquhkg+hIJjT+IYxoR1Htq2JVj6EgqDf5acqL//0dk6YtBcZ8iE8TEWP9lF5eamFGXuRJB837C5a9L7v435IGLAXqfIhbDAaDP+8BabrfH30bMqHsMe4MvwN0xmtyyVSsi8fwjbjSsvDsveDwVy1rJKGrfkQHqaiwcl3+jg8FUzUu5z5uGG/MYZ8zCzUcjb5ELYczV4+9Gj8bmPYUBCzfAi7jmeH83D41bSX320Mkj4fwsbjwcmHFeePS5miQ/nzIew9/q/rK/HJx6US+RBejsF/3/IhH5/OAPlooV0QF/m4YQiKIx/LFcqHMAe1df28BfLRolY+hFEo7PDnLZy/HHP4f/Gyhnp/vrt8CNNQ1fu7SxsfijEwn1TMh/AwtbbeoWdUFi5mF6f5uGEsChoYd+Zk7Xq2c50PYTKKGZt1hmT5kjbyng9hOCohH06WtFGAfAjzUcPwoDMeGqvaIkY+hIep2c1MOYOht7bnwuTjhkFJaXK+mQrV5T0RLB/CrKQzP9yMhPYKfxIvH8K4JLJkspmHDYt8KGQ+hInJgnwEWud3UfMhPEyNb9VMMwbblvpF4HzcMDpBLRxoZmDnaj8Knw9hegJaO80MwOYFv8uQD2GAQlk+yuz+/jW/SZIPYYaC0Jhjtt5q5fPkQ3iYGgH5yLTyqfJxwzC5pfQhNDtutfgJ8yHMk0t6b15iu63WP2c+hJFyRvXrPtlrq11Imw9hqtzQ/o6bbLTVRmTOhzBYDmz4WWfsciPy0Y2XY2yRDz/IxyAmzMSGdgiba7cdVfIhDNl2e9oh7GyPtZtSKB/CnG20rR3CtvYgH1MYtQ12tkPY0x7kYxYPU1VtboeQjx7kYw1mTsP+dghb2WnhHtXNhzB2CsiHf+RjGSZvIZN2CJvYiXysxPAtYdUOYQc7kY/FeJg6ybAdQj46kQ8VTOEY23YIG9dv1ZaRjycMYi/zdgi71o98aGEWu5CPiMiHIsaxkYd2CPvVj3zo4mHqJSftEPIxZMn2kY8zzOUnftohbNMQ8rEDo/nOVTuEPRpCPjZhOh95a4ewQUPIxz4M6B35yIF8bMXDVHHZDiEfo+Z3k3z0qTypPtshtTdlBvkwUHNY3bZDqu7IPPJho9q8em6H1NuOVciHmToj67wdUmkv1iIflopMLflIbHJzyceU9C/H+G+HkI8J5MNe1vEN0Y7E678B+XAh3wRHaUfKxd+GfHiRaYgDtSPZyu83s9fkY6UccxyrHWmW3Qr5cCTBw1TyUQr5cCfuQIdrR+jV9oB8eBRxpiO2I+hS+0E+nIo11kHbEW6dHRreevKhK8pkx21HoEV2i3z45f9hauh2CPmYRj68czvi0dvheW2jIB8B+Jxy8gEZHQPysZW3QU/QDoerGhH5iMHPrOdoh6sljYt8hOHhYWqadgj5WIF8BGM49JnaYbuSaZCPeEzmPlk7rJYxn4HBIB/G9o8++cAh8hHSzunP147NC5gY+YhqzwFI2Y5tq5ce+QhM++WYrO0Q8rFO75CQD1+UTkLidugtWkHkI7zlhyF3OzRWrCzykcHa80A+0Ih8JLHqSKRvx8K1AvnIY/5haoV2CPlYqmtmyId3w2ejSDtmlgjvyEc2A8ejTjvG1gefkI+Euk5IqXb0Lg7OkY+c2g8J+cAw8pFWy8PUau0Q8rFa+wiRj1QKtkPIx2rko6Ka7RDysRr5KKdsO4R8rEY+aqncDiEfChoninyEV7wdQj4UkA9UQT6WIx+ognwsRz5QBflYjnygCvKhoaUg5APhkQ8N5AMlkA8N5AMlkA8N5AMlkA8llwUhHwiPfCghH8iPfCghH8iPfCghH8iPfCghH8iPfOg5Lwj5QHjkQw/5QHLkQw/5QHLkQw/5QHLkQ9VJQcgHwiMfqsgHMiMfqsgHMiMfqsgHMiMfqsgHMiMf2j4VhHwgPPKhjXwgLfKhjXwgLfKhjXwgLfKhjXwgLfKxwWFByAfCIx8bnOUDAAb8D+GDYpPqGXkbAAAAAElFTkSuQmCC如图显示,明明尺寸数值已经更改了,但是确定后显示还是原来那个数,长度还是那个长度,长度没变数值没变?怎么回事?

我最正经 发表于 2017-8-19 10:17:56

应该是尺寸过约束,所以改不了了,删除约束重新改。

s760668291 发表于 2017-8-19 10:28:21

我最正经 发表于 2017-8-19 10:17
应该是尺寸过约束,所以改不了了,删除约束重新改。

不行啊,右键移除所有约束后重新自动判断尺寸,结果还是一个样

a2660507346 发表于 2017-8-19 10:42:08

s760668291 发表于 2017-8-19 10:28
不行啊,右键移除所有约束后重新自动判断尺寸,结果还是一个样

那就把自动标注关掉,重新标注

s760668291 发表于 2017-8-19 11:01:55

自动判断约束和尺寸,创建自动判断约束,连续自动标注尺寸都关了,重新画直线,结果还是一样
页: [1]
查看完整版本: UG草图尺寸无法更改