song宋_74729 发表于 2022-8-17 12:18:00

寻找高手高手高高手~方格网土方数量计算

本帖最后由 song宋_74729 于 2022-8-20 11:44 编辑

方格网土方数量计算,绿色线为设计高红色线内生成方格网,并生成cad及xls成果表,麻烦高手高手高高手解决问题,用lsp,fas,vlx都可

cren1128 发表于 2022-8-17 18:21:40

没搞懂啥意思,cass就可以完成的

song宋_74729 发表于 2022-8-17 19:15:30

本帖最后由 song宋_74729 于 2022-8-17 20:47 编辑

cren1128 发表于 2022-8-17 18:21
没搞懂啥意思,cass就可以完成的
我没有cass,   rar内有png那就是结果,绿色线为设计高高程图层也不一样
data:image/png;base64,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

lht 发表于 2022-8-17 22:19:47

可以用等高线平等断面法啊,又快又准,

song宋_74729 发表于 2022-8-17 22:32:54

lht 发表于 2022-8-17 22:19
可以用等高线平等断面法啊,又快又准,

有程序吗 可以提供

cren1128 发表于 2022-8-18 08:58:39

song宋_74729 发表于 2022-8-17 19:15
我没有cass,   rar内有png那就是结果,绿色线为设计高高程图层也不一样

你得有个平场高程啊

song宋_74729 发表于 2022-8-18 10:20:14

本帖最后由 song宋_74729 于 2022-8-18 10:21 编辑

平场高程=绿色线为设计高
用性质查询高程
页: [1]
查看完整版本: 寻找高手高手高高手~方格网土方数量计算