ID57215 发表于 2016-5-23 15:03:35

请教折线图数据设置

本帖最后由 Lenka.Guo 于 2016-5-24 10:57 编辑

各位大神请指教,在报表设计器中是否可实现如下图的图表,数据来自SQLSERVER,如能实现,具体操作如何,谢谢

想要的效果图
data:image/png;base64,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我设置生成的图片如下

data:image/png;base64,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**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




Lenka.Guo 发表于 2016-5-23 18:06:05

从您给出的需求图来看,
图表

1. 折线图
2. 双Y轴

所以建议您使用SectionReport的图表控件,支持双Y轴。

ID57215 发表于 2016-5-24 14:51:56

Lenka.Guo 发表于 2016-5-23 18:06
从您给出的需求图来看,
图表



右侧的数值是四条线的数值,这张图因为加了边框看上去像是双Y轴,谢谢提示

Lenka.Guo 发表于 2016-5-24 19:28:29

ID57215 发表于 2016-5-24 14:51
右侧的数值是四条线的数值,这张图因为加了边框看上去像是双Y轴,谢谢提示

:loap1:
页: [1]
查看完整版本: 请教折线图数据设置