有谁知道这个咋画吗
大家看看这个咋画的此为PDF档做个SIZE 1.0×3/4的,用变扫要准确些。
chfm 发表于 2022-9-14 16:40
做个SIZE 1.0×3/4的,用变扫要准确些。
可以上传UG格式的图档吗 chfm 发表于 2022-9-14 16:40
做个SIZE 1.0×3/4的,用变扫要准确些。
看看是咋画的
chfm 发表于 2022-9-14 16:40
做个SIZE 1.0×3/4的,用变扫要准确些。
顿悟了
支持一下 W努力学习 发表于 2022-9-14 17:05
看看是咋画的
很简单的变扫,草绘圆约束到上下两轮廓扫掠。 data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATkAAAByCAYAAAAoCabqAAAXnklEQVR4nO2dW4wc1ZnH/6equ6pvnu652MPYjm1iG/DggHBIgggYXlYbWWglhGCV1e6iwO6CkCArsTzYGxYpS7QPGxIQkZJdKU9JiESEkIwQipZ9WSwShQeCLyLYsc3NM7aZGc99urtu+9Bd09Xd51RXVddter6f1KrqU3VOn+6u/vV36pw6xU6fPm2BIAhiQJGSrgBBEESUkOQIghhoSHIEQQw0JDmCIAYakhxBEAMNSY4giIGGJEcQxEBDkiMIYqARSu6xxx7DSy+9FGddCAA/+MEP8NZbbyVdDYIYGDKiDeVyGf/+30cAnIuxOsSPX3moudb63GfO7E+mMgQxAAgll8/n46wH4cLYze1/NCQ9gvCOUHIzMzNx1oPwQaf0ABIfQYhwba4SGwcSH0HwEUpuZGQkznoQEUDNXIJw6V3VdR3/8c+PxVkXLkcfeQq/+tFfrz//zU8eTLA2G5uxm891PQhi0BFGchcuXMC1axX88oX746xPF2fOHEImU8cvfng/Ll4cwR/+cCuWl++HYQD/8K+vJ1q3QYCaucSgI5TcE088gU8+eRTZbJzV4TM3V4SiANksgyybUNVG+q9+dD8sC7AswDRbS00DHvs3EmBQqJlLDBJCyb3//vtgrIByuRZnfbqQZQvDw1XIMlCpVJHP68g0a21ZraVzXVWBX77QEqAtP9MEHj1G8vMLRXvERkYouWKxCNM0IMtxVqcbRdGRy+mQJGB6egi6Lq3XySk2m860TgE6oz+n/AwD+MfvkQC9QuIjNgpCyX344YfYujWPnTsX46xPF7mcDk2TIUkAwFCv2+t8uYnWO9N4EuQ1fw2Doj+vUDOXSCNCyVUqFRSL+rpQkmJ1NYtKpQrGANNkyOV0MNbYZi+Bdol1PvcqQFEU2Bn92RKkzg93KNoj0oBQcnNzc2BMbRNJEmzbtopaLQNJAgoFDYxZkKRuqdn1tNOjFKCX5q+uA//0LAmwExIfETdCyV29ehWZTC5xyek6gyQ1rGKaDLreOCEnqhdj6RSgLT/q/OiGmrlElAgld/ToUXz88V/FWRcus7N5yLKJyckZVKsZqKruKl7LSk6AojRe8xdonfezJajr1PkBULRHhItQcpqmwTRZ4pHc1q2rsKxGJXRdhqLoriJKuwD9nv+zo79Hjm5u+VG0RwRFKLmXX34Z27dP4J57Po2zPl1IEsCYBcYay0zGautd5cnJxo8A3UhSgPb6Kz/my2+zNn8p2iO84jpOrlSqx1kXLpYF7NixDEkCarVM2zg5e7tzyUuLUoKdsuOlRSlAy2oJ0Nn8NYzNN/aPxEfwEEpueHgYQ0Pa+tUFycGwsKBCloG1tQwKBd235HhpYUaBomZwFALs9Z68NH8309g/auYSQoVJkgRJYuvXiSZFvS5hcTEHWQZkGVAUE7LcMkPjR20F7hTws80JT1x+SFqAoubvoI/9o2hv8yGU3Pnz5wFswde/Phtjdbopl3UUCjpyOQZNkyBJ6LqsC2AukrM4abz9eqdFEQXy6EeAIhkGPf/nPPc3qJ0fJL7BRii5rVu3Yvv2jxKP5KrVDCyrEVFu21ZDvc6Qzbafk3KP4pggvRUFum/npwWNAqMUIK/8XhGuc72XADujv0Fu/lIzd3AQSm5+fh7z8woUJc7qdKMoJlZWslBV4MqVPGTZgqoyruRazy3uNueyte5Pgv3KMI5mcFwC9NL8HZSxfxTtbVyEkrv++utx3XWnoKrJDpTbvr2Kqak8FIVhbKyOYlHvkFxLQq1HuwS7tycjwaD7dO4LuAtQ1JSOW4CD3vx1iu+Hz/wdzpyZwN69f4nHH388wVptXp5++mm88MILXelCyV27dg179rDEI7mJiRpOnqxAVRmuXVNwyy2LTcnZompJiB/dWZxtjPuDDEOC3dv5nSL9RH/9RIFuAnSWEYUAO9d5zV976MtG6/z4l//8heMZTSufBHNzc9x0oeQymQwMQ048kjMMGZYFKAqwtiZjZkaFqnqL1hppvZq27VIT5UlKgv3I0InXKJBHlAIUyVDU/NU0mviA4JMRjHcTSu7KlSvYsSObeCTHGINpMigKw/Cwjrk5FYrCj8Razy1hhNee1jsadIqoMxL0IkFnufa6TW8JWi7bvC0703pFgUkK0G1pr+dy/ObvIHZ+EOHgekvC7dvPQlGSjeS+9KUqFMWCojDs2lVDpaKt10kkLntIiShya0mLCfdplSWWWiuPPwl2S1Mkp87xgJ1LvgSDyJCXt7MMv+cB477y49cvtl/5sVnG/hENNE3jpgslt7CwgMVFOfEb2ViWBMtqnBs8daqEAwdW2zoeGvu0ROMUXGtb+7qX5/6iwV6y7BShvyZ0LwmKpeAuwSAy6f5+WutpnPzAfvCav4ax8Ts/iN64XvHAGEs8ktM0GUNDBhSFQVUtKIqFbNb+cVuOA5q5/jC9iLD13Ooqjy8k9/3sfZz1Ez+sjnL8nReMUoJ+l054EnOShACd63b055SfaQKvvXYIDz74If7+mVfwX99/GKdObcVPfvND/psgUo1rx8OWLWbikVyhYMIwgGwWUBQLExN1KIp9oHbLyl52yqixLm7mOvd1248nQrEM2/fh79vddHbfL14J8vP5X24kAdqf7/y8hF+/eD/++Me9mJoawq9fTPYexEQvbuemCiVXq9VQrUrIZJKN5MbGDExPK8hmgcVFGfl84/6rTtk0llhfdh+8fGm1p/E7Ifjr/KZsr+eiNLf0lqR7Sa1TbMlIsHNfv0J0YlnuAuzM1ym8fgSYyRgYGtKQzQJ79szj8uVS4n/4hDu+e1dzuVwqIjnLAoaHDWQyDJIE7NxZb5sZpfOHyJdYtwi79+kuJw4RBhVf+zZxNBinBNu39f7MvS5FAgS8R4F+BWhZDNWqinK5DsOQkM/rid+ekwiGUHKHDx/G3XefSHyqpX376pibyyCbBRYWGrcjtK9dten9Q+ktwsay9cPk79O7UyMMEfqVYa9tztey9zVNXp52Cdr7OOep8y5B/jnS1ncWXIJu5Tqf9yNAxoClJRUTE0v4859HYBhy4neuI9wZHR3lpgsVdubMGdxwQx633roWWaW8MD2dhSQ1ZgRmDFhdlZDJuEuOl+ZNiv1FhU4Rtqd1rnvtAOmWUxjS42/jnz8Uy42/b0uIwSXYWPY+H+hHiE5skfGwBciYBaDRetB1af0ucUR6mZmZ4aYLJTc1NYVz59Tml50ci4sySiVz/TaEjAGZjPsPoLXuLi23beJ9evfiNpaWy7awRShO4+3D3+a8VM5NcF6bue77mWb4EvSz5H3P9nPGAMOQsLSkgLHGvUW2bKklfr8Twp2bbrqJmy6UnKqqKBTMyCrklUOHlmEYjaNL0xj27asBaP0Tux94Xq8b7V+GPJH12s+908RLc9cuoz8RehGit/28SbDRDGaCZrBYhO3fSbgS7EzbsqW2/v2Mj680XpEkl2o++ugjbrrr3bqq1eTjc0WxUCgYsA/a2VkZgNUrG2xxOQ9M8UGalAz7iwqdZYQtQn56K9rj5/ESDXp5tKJBNxFGKcFCQUc+b4KxxpyG9h8tkV5Mkx+UCSVXrVaxtORVKFFi4YsvWl28+XxDeO3wDkA/9WZ9ydC57kWG/qUoHg9oL3tFhe4StN9buCLk79NLhO314Hd+dDeJRZ0jzvT2z95NghZU1YAsW8hkAEmyMD6+klgkRxFkf7jerWtoSI+zLlxKJbN5oFsolw3s3buGhsCc37w/oXXjNb93GQJepOZPhqLnThF25uf9gHnbohRhr229JOn30YrwupvOPFnaac7PUlVNaFoGitJoTRiGjGKR+2UTKcH3OLl8Po/hYR3+BBIttVoYYutHiP7y9j5vGK4MvS3FMmuliUXIT2+XaO9L4sQi67Xdrwjdhr+YpliC8/M53HjjAgoFhmvXcti7dxmFAoVUaeaOO+7gprtOmnnlSjqGeE9M1AFYKBRM1OtAb9n0J6f+8/nJ61+GzvVoZOh+PqtdaJ3p/Q2L8Ss6Xv7OvN2i45ft3O/222cxM1NEoTAHw2CwLBmFguj7IdLAiRMn8Mgjj3SlCyU3OjoK07yANERy09ONSe2++CKL666zp1Nx+1eNL1qLMx9zWJAvxPhk2F9U6G2mGFGaNxGy9dcPEg2eO1dGLmcin2eoVmWUSgbyeYrk0owsuCRFKLmVlRUMDRmRVcg/jRlInM/9ITpA+yknarEFE7BXGQJikTXWg8vQKSLxNveosN/L4loi9i/CSsXAtm015PMMuZyJ0VGdJJdy7D/UToSSW1pawtRUwtMCO6jX+x3OkoQU+xVifNFh3DLsTvM2VZYz3RlNBpWgSISqauL3vx/GQw9dRqWiY8cODbmc2ydJJI2u8ztKXa9MNVISyEkSsLwsNQ9ILz/gMP5xw5Di4Agxbhny0/xFhZ0C9SNB05Rhmgy5HMPHH+fx6acFTE6u9vqYiAQZGRnhpgslt23bNtx004XIKuQHWe5sqvYirKjND0ElEyS/s4y4hOhVho08fmXYnea184OX5m1yBGd6ZyRpmgyVio5crnH96pe/XEUuR83VNLO2xr/OXii52dlZfP55Opqr+byJuTkZggHNIeBXMEB/YkwqSowyj7/o0F2GrTLEEnSXYW9Bund+GIaE6enGneFGRzXs3l2HqvZ8W0SCHDx4kJsulJxpmqjVJIQT5fSHopi4elVZ/2F4J4i8oio7SSkGye9XiNEI1PmdB20q+5WhZQGjozoMA1BVYGkpg2LRSvz2nIQ7H3zwATddKLlnn30Wd9xxX2QV8sPcXBbFYpAwLuhBGYUc44wW45RiHEKMtqnMk+HNN1fxu99tgaI0BqGXSlbit+ck3Dlw4AA3XSi5n/3sZ/j88zF85ztXI6uUV0wTOH262JwVpdcPPwxBBZFLGsQYhxQ3vhC9yHDLFgO6bk/QylCpJD8jD+GO70ju6tWr+NOfCkhDc1WWLeRy9kHW69xPUtFbGsQYR7TYj3ijPH3gR4i9911akpDNOs8LRll3IgyY4ASvUHKyLCOf9xI5RU9jmhuGtTXnOUIL/dWt86BNQo5paE5HHS2mVYo9asGs5jlpkttGwfdgYFmWUSj0K5JwOHJkHp99pqJS0UOqTz/va6PKMawfa9TRYhxDaXqTzzemWgKsZrOWZJd2JMH89K6SS0vv6m9/W8G3vz2D5WXZUZ9+Dm6/53rCwvmacctxI4kxKil6P2YmJ1exutqI5DIZy+frEElw5MgRbrrwWilZllEu25FTso/JyTXIMpDPW5ztUvPht9x+8sX9GTgJowyvxPU6nVg+H+GXOz/f+P+/fDkLTUv+j57ozZtvvslNd73valqaq/PzMi5dUqBpgLg+QSO7IPmcdYhygK0zX9BIws4XV+QYd4QaNK97PXfsqAIALl7MIZs1A74GESe+z8mtrKxgdjaDNEiuUjEgSUC5bHioT7+y85s3SL5+8sQlyI0gx+jEqChm12ViRLrxfU7uvvvuw7e+9X2kQXKffKJi504NCwvOc3Ju9BuBpjkq7HxffvNELVU7TxxyjE6MIyN6c3ycHnAgOhE3Dz74IDddeE5OkqTm9EZxn3/qfmSzJs6fV1Eum5ztPJKus4Rg5/yC5PObJ+r9WYD9w3p4wXt5lgXUahIqFU1UGJEiXn31VW66MJJ74403UK9vwcGD1cgq5ZXt23Xk85bgtnBeD24vhDU8pLOMfs8ZBWkGe8mXtv2defx+ZuFHj7JsYWZGwfS02kfZRFz4vpHNAw88gHvv/R7S8OUWCib276/j9deHIn6lsN5r2LIM+sP3K0pePd3yRSm9fsoOp5PANIGzZ3PYtavGqQ+RNjSNH3ELJff222+jUCjghhtqkVXKKwcO1PD22yXcckvyUaU3ooou+yk3DlH2K0m3/fvZN5ggs1kLtZrcnHKMJJd2fF/WxRiDJKWj6/z8eQVjY3rzMrPNRtjRZRiidJbnJ4+XvFGIL1iZo6M6FhZkFIteevWJpFEE08QIJffNb34Tt9/+v0iD5NbWGG68sYb33iv0WZ/NfKCGHV3GKcu4xNe+r6YxjI/ryGYBlz46IiUYgvs1CCV36623QlHSEcnlchbOn1eaXfn9DDGI6r1sNnmGGV0GLavfZrQoX2vfel3C5cvZ5hRfJLm04/tGNqdOncLERNCewXCRZRNTUznceeeyz/qE0UQTEf6JbvfXGETCen9h9GCjq4xaTUKxaK1Ppkmkm0cffZSbLpTc8ePHsbZWxjPP8G8OESe5XGPam2vXMuhv9L5NGAdsWB0CPIJ2Evgtf5AIf7iPrjNcvpxFqUSR3Ebg5z//Oe6+++6udOE3t7a2hrk5WyrJPm67bQWGgeagTLPjEaTMzjKiKK+f9xxmWZ0PRPQ9DQqtwcCqamJ42HS52Q6RJmRZ5qYLI7ljx47hrrseQONHliwrKwymiebMEJ0/KLcfWJCjM6zywqyXqKyw3l9YkW3UpwXiRVUtfPZZBmNj1Lu6ETAFt/MTSu7ll1/G2bNb8d3vTkdWKa/MzmawsiIjk/Hb8RCnAP2U6eU9eCkrjvr0K/Z+5WCXGdUpATGlkoGREQP1ejrOTRPuVCoVbrpQcg8//DAOH34Eafhyi0UDuZyJQ4f8djy4EbYAe5Xpt9wwRJiGMqIWehjfFb+Mel3CpUtZfOUrVZfXJ9LCysoKN10ouZ/+9Kc4deo6PP/8J5FVyium2RizNDubRTwHW+drRHW5VydhNWP9lOnn8/QzFCOu/NF9BtmsCUmyMDKie3wdIkn27dvHTRdK7siRIzhy5Hmk4csdHdUgy1ZzUrzk6xMdYUcrbmUGKT8umYnKCJo/aD6Gw4eXsbwsIQ3npgl3Ll68yE0XSu7dd9/F6OgWHDy4HFmlvLJzZxWWxUKeaz/spmOURHVeqrN8HlGcu/RSdpxCdJbRylco6Dhxoogbb6yCJJd+ajX+dfZCyS0uLmJqKh23DH/nnTIsy2pOmhkWSYuLR5hNy7CIqunOK5tHGB0wXsrsLkPTGAoFE0ND9tAlIs34nv7cNE00rpJIXgZ33rmI117b2hwnF0aUkFaS/6y7ievSOBFJNeGBHTvqmJ+XMTm55jkPkT5cr129996TcdZFiGVZMM1Gl76PXJHVJxrSKuW0fY5RXw3SYvv2GgxDRamkgyK59FMqlbjpQsmVSqXmXYqSR1Es5HImxsfrSVclQtImEzeSFHJ8n9PUlIIPPiginzdifV0iGEtLS9x04WVd77zzDt58czSyCvlhfFyDpkkYHvYTyRHREcVlYVE9gnPw4Co0TUIul44/e8Id35NmFotFbN2ajshpfj4DWbawsCCsLkEICC66xUUJg3l97mAiuseDMJKbmJjAnj3pkFytJqFWY9A0mgmCiI96ncE0WXNmYCLtjI+Pc9OF1rhw4QJOnixEViE/HDiwCgAYHqZbwxHxMTm5BkmymlMtEWnn0KFD3HSh5CYnJ/GNb/BP5MVNvd4YCNwYDEwQ8XDpkgpNY83eVSLtHD9+nJsulJyiKCgU0hGmj4xosKy0DrEgBpU9e5KfMJbwzu7du7npQsmdPXsWJ08WI6uQX3SdYWSEmqtEfFy6RDeV3kjs2bOHm+46M3Bj1o90IEnUVCXipVzWIbhSiEghJ06c4KYLJbd//3589avJX5xvY5qsOXkhQcTDXXct0J/rBiLQ3bpuuCGHe+6JrE6+qVRqWFxMuhbB2aj3CtiI9Q6jzjMzEiyLQTAXI5EyRPd4YKdPn+b+Va2urmLX1y5FWik/DNcfwDXltaSrQWwyFs/9DYb2v5J0NQgPfPreDhQK3cPehM3Vo0ePRlohv5DgiCQgwW0cjh07xk0XSk5V1cgqQxAEETaic3JCyZXL5cgqQxAEETZra/xxjULJzc/PR1YZgiCIsOGdjwNcJDc7OxtZZQgxf/sXzyVdBYLYkPi+JeFTTz2Fj/5vBKOj6ZhTbrOwe/fX8D+/XMZtt92WdFUInzz33HN48sknMTY2lnRVNiW7du3ipguHkBAEQQwCNEEbQRADDUmOIIiBhiRHEMRAQ5IjCGKgIckRBDHQkOQIghhoSHIEQQw0/w/MHdF61aRQ9wAAAABJRU5ErkJggg==大致尺寸,,曲面做准确点
只能弄出这个样子了 刚才研究了一下感觉这个地方不对 是什么原因吗 用的是扫掠
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