文件名称:ljqg
- 所属分类：
- 其他小程序
- 资源属性：
- [Windows] [Visual C] [源码]
- 上传时间：
- 2012-11-26
- 文件大小：
- 27kb
- 下载次数：
- 0次
- 提 供 者：
- 荣*
- 相关连接：
- 无
- 下载说明：
- 别用迅雷下载，失败请重下，重下不扣分！
介绍说明－－下载内容均来自于网络，请自行研究使用
解决的问题：
零件切割问题，给定一块宽度为W的矩形板，矩形板的高度不受限制。现需要从板上分别切割出n个高度为hi，宽度为wi的矩形零件。切割的规则是零件的高度方向与矩形板的高度方向保持一致。问如何切割使得所使用的矩形板的高度h最小？
该算法采用dc，最后结果采用图形界面画出。自主开发完成。-solve the problem : cutting parts, given a width of the rectangular plate W, the height of rectangular plate unrestricted. Need from the board is cutting out respectively n height of the hi, wi width of the rectangular parts. Cutting parts to the rules of the height of the rectangular plate with a high degree of consistent direction. Asked how cutting makes use of the rectangular plate height h minimum? The algorithm uses dc, the final results of using a graphical interface paint. Independent development completed.
零件切割问题，给定一块宽度为W的矩形板，矩形板的高度不受限制。现需要从板上分别切割出n个高度为hi，宽度为wi的矩形零件。切割的规则是零件的高度方向与矩形板的高度方向保持一致。问如何切割使得所使用的矩形板的高度h最小？
该算法采用dc，最后结果采用图形界面画出。自主开发完成。-solve the problem : cutting parts, given a width of the rectangular plate W, the height of rectangular plate unrestricted. Need from the board is cutting out respectively n height of the hi, wi width of the rectangular parts. Cutting parts to the rules of the height of the rectangular plate with a high degree of consistent direction. Asked how cutting makes use of the rectangular plate height h minimum? The algorithm uses dc, the final results of using a graphical interface paint. Independent development completed.
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下载文件列表
ljqg
....\110.txt
....\156.txt
....\16.txt
....\25.TXT
....\50.TXT
....\84.txt
....\exp1.cpp
....\exp1.dsp
....\exp1.ncb
....\exp1.opt
....\exp1.plg
....\exp1tt.cpp
....\exp1tt.dsp
....\exp1tt.dsw
....\exp1tt.ncb
....\exp1tt.opt
....\exp1tt.plg
....\readme.txt
....\复件 exp1.dsp
....\实验报告.doc
....\110.txt
....\156.txt
....\16.txt
....\25.TXT
....\50.TXT
....\84.txt
....\exp1.cpp
....\exp1.dsp
....\exp1.ncb
....\exp1.opt
....\exp1.plg
....\exp1tt.cpp
....\exp1tt.dsp
....\exp1tt.dsw
....\exp1tt.ncb
....\exp1tt.opt
....\exp1tt.plg
....\readme.txt
....\复件 exp1.dsp
....\实验报告.doc