如何做这种管道绘制插件
本帖最后由 linghua111111 于 2024-7-22 15:29 编辑管道的起点和终点都是井的图块,画好一段自动标注长度和流量,如下图:
data:image/png;base64,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
应该怎么实现,我在社区里找了一圈没有找到,哪位大神能帮忙解决一下
做个动态块就行了,不需要插件 本帖最后由 你有种再说一遍 于 2024-7-22 15:55 编辑
这图也太差了...你看过天正给排水功能没有?
天正的话才好看,预留井深和管径,计算一下坡率,就知道长度被流量了.
而且它还是根据事件联动的方式去自动计算移动的井口邻近管道.要写出来还是要一番功夫.
不就是画一段线就自动标注长度流量吗? kozmosovia 发表于 2024-7-22 15:50
做个动态块就行了,不需要插件
正解,动态属性块或者关联文字字段 动态属性块或者关联文字字段能够实现你的目标
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