[可视化]
为什么堆积柱状图不能设置线图和柱状图不共用坐标轴
请问堆积柱状图怎么设置柱子和线图不共用一个坐标轴 想要的效果是柱子用左边的坐标轴 线图用右边的坐标轴
|
免责声明:本文不代表本站立场,且不构成任何建议,请谨慎对待。
版权声明:作者保留权利,不代表本站立场。
|
|
|
|
yhdata_ruby
显示全部楼层
发表于 2023-6-27 11:19:00
这里是不是选了重叠,改成并列
![](data:image/png;base64,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)
|
|
|
|
|
yhdata_ruby
显示全部楼层
发表于 2023-6-27 11:25:00
不要设置共享组,本来绑定后就是使用两个不同的轴,截图看一下你字段绑定那里以及标记组-混合那里 |
|
|
|
|
yhdata_DK08jYNo
显示全部楼层
发表于 2023-6-27 14:42:32
就是想设置不共享组 就是设置不了 它这个共享组显示的是唯一 的(_unique_)改变为空又会自动默认上 而且设置线图为右边坐标轴 坐标轴的数值也不会显示出来 |
|
|
|
|