NX碎面怎么优化?
图中的面太碎了,怎么把这这些面整合一下,是重新画好还是用哪个命令可以“合并”最简单的先使用同步建模中的优化面,再者可以使用组合-连接面,替换面, 优化面 替换面命令太多 使用“连接面”,需要搜索,该命令隐藏了,面板上找不到,只要是同一面都可以一次解data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUIAAACOCAIAAADLkpawAAAQAElEQVR4AexdYWwcx3UeOUkToyhd1GRahLJ5P6iWJQ3UBUrXMgSdwvxwGNTBoTLVpkBxKqECigULLRwUKmTpeJaFCkWCBjRoG61A6NAfDUQLIGzArICW1Qmq5YRt4wDihYBY4GiJTh0ybUwgaIIkUL43s7u3e7e3N0fdLfd4HzE39/bNmzdvvr1v3+zsSfeAyv4NCxEgAh2NwAOKf0SACHQ4AqRxh59Ahk8ElCKN+SkgAh2PQDfQuONPEidABKIRsKXx2teeQ4n2xVYiQAS++sdj8YMQRePjn/1dE9C//tWXHn24BwUClC9+8SkU08SaCBABg8DNF//03qVTL3z+CdQ/fO0v//7PPm/0NjW6oIRaQo8S2uQp69IYdP36n3wO0cDF2PCA6QDhtezT5/7w4IvPPGU09eveqfOZiUDz0OVLx6b6AyrvYOLEqXsnhrxDEUYz984fGBHJeYnNpVOIJ7rcyvQ6HfhGBOJCABx+clA+3O//YOuj///JQw9+8s/TjzebmfHBroq3VlNlYA7r0vj1f/v2j3/2c0Tzk5/+7BvfLH25cBUFAg7Rc+0HW6gjy+bcUm/Oz6jRoYn1lbn1sE6jmctqfs/Miuo/cMsjKlgdPJybubDnqK+cvrGsVo74NVp+bH5Tdd0fJ7zDCBgOv/Xe6sALr/7ql//ORPPM44NGaFjjg21s/Lz1ZK/V2NTWdWkM0099/GMg7ctvvfOl194Eq1Eg4BDKgYd7YBBdludvlDIHJhSSsE6hVbTUdL08qoS6mc3HZlYU0u9z6o80FRG3sHr9xmP+w+B4I6NDav7GXFDJIyIQPwJe1n37O/9tRkdCNoJ9jc+8MTbsNTU0nh5yvRJOY6yo3/yLZz/5iY9/e+3Dl998x98Zh1Ciydwn+5tq5JX8fO/EqEmY83NhmfPI0tBlrJxN1j3Rm38VCbbGTUWBhbq+IuhLABbPI5ljmG2gwFvFnhIRiAOBr3xjEWRDQarDeOAOlrEQ/mvtf1DbF3gwxvhIG8HTmMN6dTiN//oP9pv1wL+vOovgH//DV1CMF6McGx6AmdHUq5fnLx5ZksYRpOWlFcmcSLlIy6IzL0Pyi/l1NTdzcWpdVW6AYWborUkreVt6bOZPy7oabuEck0SRVfTSPARJ4GLDFxHYMQTee2nScOc7738fq9dm48DH2Ovilz1lqBBO49UP/8+sCnoe/CXTDRkYxchGCQOYGU1t7bLR7HIN5TIqP79Sa2Y0I5lM7oN5MBOH1TfA7qLatMLAK14qRlr2lBR2LwIdMDM8wfmdRz+NQLGL9PjZWQjNFi8Po6NfxmFECafx5/72n05dvoZu6d96FDXK/pf/EQUCilF+deGbMMNhaBE2yhaUbsTmlurNndfrYeRYJGSdYBGl5NjRzC0svNcP4FC2pn2tonEszeVAe3OrQDZ2lXwnAjuIwGeH5JnO97d+tI08jLDxgUeN4uVhTwNlRAmnMTpglY+t89/8jV/DQh+HXsEhlAgUN8mesoFgVrwmr2Iry3eIHDvxxBB2uXJKr4oN830GmM8eo1TVf8zG1YjweKcRmFta+do/f+uVf/nPbQTiMRafeXQ3NQRPD7leqUtjdPjUJz6G+pnHBz+cfh4bWigQcAgl7uCxDQbBorg71SavBrMxnhVL3j56Qe5vLXz5TZiN/WhQTgICvb/y4MTo0Eh/099c8LjqsRfT8WSvFcrQEkXj7/3wR8i6uFP/dM8vY0MLBQIOF0trK9/7X6TrUI81SrOJJftSCEt2ofzJFslZOnhb0CGLZ2nniwh0AgLP/t7Qow/3PDW4d3vB7jl6oaojKFOlCT2MojHu0X/95CuoPV8QcIhbYtSh7ipK3OKeHyot9V5G+q1oayVD4Ix61fAcz6WUPEA2qdvUgWdIzj02bqoDi2oMB+MGY9WOTg0RaCUCb/zHCm5F31m926xTMAsltBf0KKFNnjKKxp4RhLfeW0WBYFkmnujNn754ZObinm8NYUlQKWCaoRxYh3Kid0oeIMmjpopnf7rGHXXg3th54ISJhRQnt1c8USICcSKADaOBF17d3v7W/cRpS+Mvfv0NFPuRzENgsa/iJGjpL7XEg32VUr7LpbO02pw6HSS8DOB7oW+A874mikRg9yJgS+PdiwBnRgQ6HoGOonHHo80JEIG2IEAatwVWOiUCcSJAGseJNsciAm1B4IHF7O+vnplgIQJEoEMRAIWZjdtyddy+U/YkAs0jQBo3jxl7EIGEIUAaJ+yEMBwi0DwCpHHzmLEHEUgYAqRxwk5IN4TDObYaAdK41YjSHxGIHQHSOHbIOSARaDUCDWh8kX9EgAgkAIFo4jegMTof4x8RIALNItBSe9AwujSmcXR/thIBIrDjCDRB43fffRfhsiYCRCBOBEC6hsWWxoj7ySefhDvWRIAIxIkASNew2NLYxN3QHQ2IABFoFQLInZaubGls79FmYNoQASLQEAH73GlLY3uPDYOjAREgAjYI2OdOWxrbe7SJjzZEgAg0RMA+d9rS2N5jw+C626BcmJwslEMxKObHIv7yxdBOjZQYb2wsoi8GNa0wNILjEQ0R0UhTwBy90KNaBS3LthGwz522NLb3uO2gd1lH/3RAEfncywsc9h2JRr+gRodUdnYx9C+XRus2SrnwUmEgm13LN8+vdM4XyWw2VRvbdoPaxjy6s4t97rSlsb3H7kQ8etYeBfDJD9DDYwp4Eu1iG624XEwW07O5bHY2p/LmQuG6QebUlw9J1EZGuxGgN6T3DsfG0AhvaKkUY+P643sbELDPnbY0tvfYhunsFpflQmEtm02b6YAkIUxYK0xWmOJKIJHp00RdlsX7QG42m5JO6dxsuli1mjfXE+/CAkujgSBd5GUuP1CYlsVF1xrv0s5XWxGwz522NLb32NaJdbLzslngalrVncdANmRZDR7V7RDWAAqPTZazmnWQ9VVAGJktT0peDevSQIdrjr6mhFx4Aj1dO228zbECDrv6wD532tLY3mNXA19/8kLicvpQ2vuggxGerInm9gXxDAtM7WurajHtwXqyUMh7FHY9uu+SU4XKGBoqMzpkI2AcT0BrsEhPuQGoysJBIxy5dmK7uNjs5QcOWHwI2OdOWxrbe/SFQdFFQJNYH3gfdDDCk6s/73UaJKMagtStZ7NZbE3Btx4spEp7zSLphG0ExOAJIf2oih8B+9xpS2N7j/HPNvkjFgvF9GwEtxI/A5OnI59cJX4OnRegfe60pbG9x85Dq/0RY4fJbDVZDuWyJjF3lyZP69xtOQWa3T8C9rnTlsb2Hu8/enpwWSNr59mmLgBNYGeuFZH3xuZm3Ltr1tlYd0OvJkbqaNMdDN4+d9rS2N7jDk47+UNfq3xRC0zQjDBbVKCKGz3ugL31t+GR0Ae7Y65Bi9791wq5Xrgv33UDobja4LsToG8CmEZwRlCgQNeicLvQjX3utKWxvccuhNtuyqBNLocNpiAhnCPhTsjSu8Ijhzh2Q/ms4EF8+zRalGCcB9j62FehhxksJB7XzOmONyf+em/Gk9uN700hYJ87bWls77GpQGlMBIhAPQTsc6ctje091ouJeiJABJpCwD532tK4jsemoqIxESACTSBgnzttaWzvsYkwaUoEiEB9BOxzpy2N4dEwmTURIAJxIlCf5pUWWxqjB5jMmggQgZgRwHANSxM0buhrlxpwWkQg6Qg0pnECfr+GIRCBrkag4VWkAY1b+ks0dEYEiMA2EYhmcgMaR3dmKxEgAklAoAGNu3op00WT51STjkD0xaIBjdF5m4sAdiMCRKBFCICG0aUxjaP7s5UIEIEdR4A03vFTwACIwP0iQBrfL4Ls3yEI7OYwSePdfHY5ty5BgDTukhPNae5mBEjj3Xx2ObcuQYA07pITzWnuZgRcGu/mOSZxbsWqn0Yry08ulf2RBixqm8UUWvkpNUds7f9eV8w7rjFIwDMaxqL/AuYSHF/tRoA0bjfCof6L19bS6ZSvaa2sggpfm1LFQqFcdn+krfKfaKays4uHrjl0C3QIPwgwsOIm3LieNvDf6M3yB1Pr4RSrnjSOFW4MprmUL7qszBcK8huKFQVYWRaV0UhmK+avHXL+58lcWqWzgf+4GqyCEn7tijBf+8oNFCbFeVU3HZ0kW7QZGXQ3ArRQwt475A+mAo1EFNI47tMA3iGHodZsWsxlkVJBRE+xmEunoHLecmkhMdolzGK+kKr8hoyPTZpPgWOtkT71XgOpVJ0mEwmGNIIXLAS3hw5QfmnNmOhfk9Aierk2fI8RgW6icYywRg5VLpbTWScZ6sSLBKx8JET+8/oX8/mi12QStJsVNW/MtUAYpfzHuAh4LkKFchFBHEqHtjWhdEPLF5voRNOWI0AatxzSRg6LhWIq7aZCyWs5k34dRlZ+TxQUnyxnkQQNQV2zkIxXQ8pyeS08DPjEZUBytcpm06E2Rf3LFiCmEXBR8YQaexOZzsY1bVTEhwBpHB/WZiQwTLjksgPJ9pp3o6wZ5uTcfDGVnQWHTa/I2mEx2AavrmX4qhk+nctFtjwpqwDXvPJuqImLhREQgidUjCglCgHSOO7T4RDJZUcuna78IAy4k0KS1CaQlQLhwUzwEwR36C3cq3oY9VJBp1Y4Oqtekna1Vi43mlf6UNrGLNqNiUx+Yyrajq3tRYA0bi++td5lFxqkdNk5WShCgyO5Oy6kqvKvJrROn2B1KpX1GI+rgHFdLgiJzzq71ylsjsESGT+VGjAG9eritaIaSKXqNdvpceVwo7PrQKu2IEAatwXWCKcgmnzywUPNgdnsQPpsDhteyKKpdDqUVpLzhOGzqWtjQnjPOxomi+kq6iOHF4v1kjHSO64hUvIqF74RBqdoj7w3Nl4QirHV2ViL6OUFRyE+BEjj+LCuM1IqlXIIrZxHuZol+eJACgowakweG89KvoXdWSyboQNfwBuhom7QrqFACwr4lQ4+XdbtCt3lCuK8kLWNuqoOWjnGeKsMpCqLBOj9pZ7PqiF42GIESOMWA2rrDkyo+sxD42z5aklkT6h4raiEbgEXonA5FWio9G4owUe9rhjZNDX+wdSGw9CgtQiQxq3Fk97ajwBHqEGANK6BhAoi0GkIkMaddsYYLxGoQYA0roGECiLQaQiQxp12xhhvNyDQ5BxJ4yYBozkRSB4CpHHyzgkjIgJNItCYxkn/cRvGRwR2OwINSd2Axi36DRq6IQJE4L4QiGZyAxpHd96pVo5LBIiAHwHS2I8GZSLQkQiQxh152hg0EfAjQBr70aBMBDoSAdI4oaeNYREBewRIY3usaEkEEooAaZzQE8OwiIA9AqSxPVa0JAIJRYA0TuiJ6YawOMdWIUAatwpJ+iECO4YAabxj0HNgItAqBEjjViFJP0RgxxAgjXcMeg7cDQjEM0fSOB6cmxhl8NxcwkvVZBIeLcLr9ICr4q89JI1rMaGmaQRWz0wktoROJrHRIrDQgKOVpHE0PmwlAh2AAGnclssEuwAABh1JREFUASeJIRKBaAR2lsbRsbGVCBABKwRIYyuYaEQEkowAaZzks8PYiIAVAqSxFUwdZDRx4tTl0Yh4e6fORxtE9G1F00Zp/PXS7RBPW9Ovy5O250tKwSbqqdvNhZDu7VItXJGo8NTKLVenN2rGKt0cPKejKt0cv76lmzEdrVHq9vWrMimtbVNFGrcJWM9te4WRzLF7l06ZIuwdzaAGkysajN9/4JZrc+/SsVy/8gy02bGpfhjFVfqGp4fvnNSfdXy+XW6AKjfVYXlq9cqwjqRvZCH8IdbTJ/u0QVzV+GGM2HPyuMS2kO4ZPzxyW19u3Mg1q4f3r5555O1zV6f79k+rmwHSbpROlh45aSbVtphJ47ZBG4vj5fmLe45ezK+vHDl64cgHB249sbLn6AUpMytqaf7IkhvE+o3HjL6mrti4tu1+33dw/3jppslp45q6eFi6egZsaffILfG/96SQWVgdjHnvK3oKmN2+604eVmpr+spHJ48P72vJyPWdkMb1semUlv6h4aUbc2ro8nO9pc9kdII9de/EkBoV+VamV4HDp28s15nO3MzFqfU6be1SI7k5pK1ZsnoEkLGD6XrOXa9KU7wvrJCxXpgbL8qCeV9vz+qmCGDpbfXIeJ/CLHyxYXb7x534/LKjascbadwOVGP1OZE5MCFL64yav1FSm/nTF/aAtEvzyMmPzW8iFP/C2yF5ZY0tC3KhOuxiKeYG2PvQ+7LxxOrxkX19Dw0Gw/AMsKANtsR5BDZK+nVi6HtIbWgab2yt9vUg0yJIrKUHr9z13dVjsX33efcOP7DMbkPgpHEbQI3Tpb4Znpu54K6Ne3PnT907f2DES8VK6YW3XmmbFbVLcvDcFMP2+4i6ia5yk3l4r+mwuqH2bd4cdHe8Fq4vDx5s+/rTDN1kHcjGqm/v+MYdbLPd/u6dwd925rLv4NOrZl41d/UO+Zscsilz0rgpuBJnPJVRc0v+qEKysWlGTsbul5GTUd99u9SDO8nVgx+Nn7s6ff3m8xsjtVtBWK+azSSzoN2hyIPZWPWMD2+9XdpaKPV8wd27wvrfWWJsLI+7STi2yEnjHfpgtGjYqdPzcwFXIdlYt/dOjKrSB1pEpXO1s8BG6oYm/lK6szD8iNxDYpv3cM908e54WCrGelVvgE3EkNMiMZAVMi4lclm5cnffwRF15erC8IjEr7utbmwN9vaIyGwsKPC1bQT6h55VekfaXTZXVsujB3L9vcOfcV0vyZ2zWVHLjbSrjvF9a/r61smDWJHq9er1hxbO7FdX5pyE5saBlarz/EkpyAsHNU/c1njep1/HXS6CvPOFM3IpkcsKFs+4BuGB8Ia+Q5Y4sLLY62RmZmMBhK/mEcBzYCyYh0eH1NLKckj3ocsnevOn59WJU3HuZoUEAtVGafzKliotKzyP3ZBvTcjjYnkkIw9sxktXnd2gGjKYBergOZAKXuIrcjMvT7C9zWf5OsegXHcmFvqWZVsLschel7s5x2wMQFi2gQC2uPD0+A1sU+utae1Bvq0F0pbWNydOZJQ8VZJny/n+Y94GmLOoxq41nk7pPjFUC9fvjB9/euG4/hIFtnbxZLXybQqh6MJ370oYNWQwS+vgo1oxjPmFRfX4xsiqXHf0AkEzGXtdt/WWdSAYXLD0TfJ4Ue1r81dWeG8cQL4TD8BhvU29WblPxoPimRtTePJ0VHawXQOZHGRnLW12rU09syJtsbz0l6IwEnKvPMJxyemTsWTtG17QPIFdTcFuUyUx1rS2V4GFvQSMCN1xRHN4r6lF548csqRxTM15SC4G7XmRxu3BlV6JQIwIkMYxgs2hiEB7EGgRjdsTHL0SASJggwBpbIMSbYhAohEgjRN9ehgcEbBBgDS2QYk2DRBwH+rKPwNKmhwaetKC9McTGnC0kjSOxsfXGpcojzScBxV4VpHEUoUEA245AlUINzwkjRtCRAMikHQESOOknyHGRwQaIkAaN4SIBkQg6QiQxkk/Q7HGx8E6EwHSuDPPG6MmAj4ESGMfGBSJQGciQBp35nlj1ETAhwBp7AODYjcgsBvnSBrvxrPKOXUZAkLj9/lHBIhAxyKglPoFAAAA///QRYwoAAAABklEQVQDAMQ6fks2A74ZAAAAAElFTkSuQmCC决 优化面切切切 有款软件叫 CADdocter 可以修复一般的破面 碎面网上找找 是MoldFlow里的小分支 可以先用优化面试试,不行再用替换面试试
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