木四 发表于 2021-10-9 09:30:45

ar13柱形图显示的分类怎么加筛选

本帖最后由 Crystal.Li 于 2021-10-9 17:53 编辑

data:image/png;base64,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

如图,柱形图只想显示低于和高于两组,正常的不显示,饼图和柱图用一个数据集

Crystal.Li 发表于 2021-10-9 09:30:46

木四 发表于 2021-10-11 10:01
那我现在想要给这个柱图加上筛选,要怎么操作,也用浏览器打开?用什么浏览器

你这个工程是web工程吗,用浏览器能打开报表设计器吗?集成web设计器没,如果没有集成,应该目前无法设置了。

木四 发表于 2021-10-9 10:18:11

James.Lv 发表于 2021-10-9 12:13:50

木四 发表于 2021-10-9 10:18


您好,您可以给数据集添加一个过滤,把正常情况的数据过滤掉就可以,然后图表展示就是只有低于和高于两组

木四 发表于 2021-10-9 13:34:09

James.Lv 发表于 2021-10-9 12:13
您好,您可以给数据集添加一个过滤,把正常情况的数据过滤掉就可以,然后图表展示就是只有低于和高于两组 ...

饼图还三组数据都要

木四 发表于 2021-10-9 13:36:32

木四 发表于 2021-10-9 13:34
饼图还三组数据都要

而且这两个图外面还有一层分组,用两个数据集也不行,能在柱图自身加一个筛选吗

Crystal.Li 发表于 2021-10-9 18:28:15

木四 发表于 2021-10-9 13:36
而且这两个图外面还有一层分组,用两个数据集也不行,能在柱图自身加一个筛选吗

您好,这个在web端设计器有一个筛选的功能,桌面端设计器目前没有。

木四 发表于 2021-10-11 07:37:20


是Web端的,可是没有你说的筛选功能

Crystal.Li 发表于 2021-10-11 09:42:36

木四 发表于 2021-10-11 07:37
是Web端的,可是没有你说的筛选功能

你这个是在vs打开的,我上面的截图是浏览器打开的。

木四 发表于 2021-10-11 10:01:31

Crystal.Li 发表于 2021-10-11 09:42
你这个是在vs打开的,我上面的截图是浏览器打开的。

那我现在想要给这个柱图加上筛选,要怎么操作,也用浏览器打开?用什么浏览器
页: [1]
查看完整版本: ar13柱形图显示的分类怎么加筛选