cuizhenguo 发表于 2023-9-25 16:17:54

面积土方量写入Excel表格(每个断面只有一个面积的文本

自动获取断面图面积计算土方量写入Excel表格(每个断面只有一个面积的文本)

tigcat 发表于 2023-9-26 14:52:00

用中文作为变量名可不是个好习惯

hao3ren 发表于 2023-9-26 12:23:39

命令: (LOAD "C:/Users/de/Downloads/面积总量土方量写入Excel表格mjb 20230712.lsp")
<<c:mjb>>框选桩号面积计算土方量写入表格**作者: cuizhenguo** BF-EXCEL-OPEN

命令: MJB
未知命令“MJB”。按 F1 查看帮助。

1,框选有计算面积的桩号,选择完成后要把所选的对象在屏幕内都能看见,
2,在每个断面中选择不了对象,原因是自动框选范围太小,查找mp2变量赋值的那行代码,把最后的数值加大即可
否则出现参数类型错误 lselsetp nil
选择对象: 指定对角点: 找到 8 个

选择对象:
; 错误: 参数类型错误: lselsetp nil

命令:MJB 未知命令“MJB”。按 F1 查看帮助。

p-3-ianlcc 发表于 2023-9-26 13:24:37

cuizhenguo 发表于 2023-9-26 11:24
断面图实例



指令: MJB
不明的指令“MJB”。请按 F1 取得说明。
1,框选有计算面积的桩号,选择完成后要把所选的对象在屏幕内都能看见,
2,在每个断面中选择不了对象,原因是自动框选范围太小,查找mp2变量赋值的那行代码,把最后的数值加大即可
否则出现参数类型错误 lselsetp nil
选取物件: 指定对角点: 找到 1 个
选取物件:
Application Error: 0 :- 损坏的参数类型: lselsetp nil


hubeiwdlue 发表于 2023-9-25 16:46:24

牛逼,下载下来学习下。

khadwf 发表于 2023-9-26 09:59:13

感谢楼主分享。

nijiea123 发表于 2023-9-26 10:20:44

要是有个使用说明就更好了

czb203 发表于 2023-9-26 10:30:51

能否来个实例操作下

cuizhenguo 发表于 2023-9-26 11:15:26

本帖最后由 cuizhenguo 于 2023-9-26 11:21 编辑

把程序可以拖到打开的cad中,就加载了,命令行输入mjb,按命令行提示操作就可以了
每个断面图中要有一个面积数据,
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

结果:
data:image/png;base64,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

cuizhenguo 发表于 2023-9-26 11:21:35

cuizhenguo 发表于 2023-9-26 11:15
把程序可以拖到打开的cad中,就加载了,命令行输入mjb,按命令行提示操作就可以了
每个断面图中要有一个面 ...

把程序可以拖到打开的cad中,就加载了,命令行输入mjb,按命令行提示操作就可以了
每个断面图中要有一个面积数据,

cuizhenguo 发表于 2023-9-26 11:23:38

面积查询程序与上一个发的程序配套使用

cuizhenguo 发表于 2023-9-26 11:24:46

断面图实例

hao3ren 发表于 2023-9-26 11:28:38

图片看不到,建议上传个图纸
页: [1] 2 3
查看完整版本: 面积土方量写入Excel表格(每个断面只有一个面积的文本