llsyz02 发表于 2016-3-31 10:56:54

Tablix 矩表能不能显示动态列并且分组

本帖最后由 Lenka.Guo 于 2016-3-31 11:24 编辑

Tablix 矩表显示动态列我已经会用了,但是查询出来的数据怎么分组不是很明白,求大神解答
运行环境 VS2010 winfrom 平台

Lenka.Guo 发表于 2016-3-31 11:24:37

您指的是进行行分组?
您可以参考我们最近总结的矩表使用的专题博客,里面有很详细的矩表使用步骤,,也欢迎您再阅读完我们博客之后,给我们一些反馈和建议,比如哪些步骤不是很清楚,哪些地方需要完善{:4_86:}

中国式复杂报表开发教程(1)—类Excel单维度交叉表
中国式复杂报表开发教程(2)—类Excel多维度交叉表

llsyz02 发表于 2016-3-31 11:53:56

本帖最后由 llsyz02 于 2016-3-31 12:03 编辑

不好意思,我现在是没有找到分组管理器
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
分组管理器中并没有任何的分组信息

Lenka.Guo 发表于 2016-3-31 12:12:43

本帖最后由 Lenka.Guo 于 2016-3-31 12:16 编辑

分组管理器,需要在VS中手动调用显示,调用完成之后,需要重启VS,才能让矩表分组管理器显示分组详情哟:
博客也已经同步更改

选择“视图”——> 其他窗口——> 矩表分组管理器V10


llsyz02 发表于 2016-3-31 12:45:59

非常感谢

llsyz02 发表于 2016-3-31 13:25:45



我这个报表,前面这几项是一样的,后面是列分组,对于前面那几项完全一样的 情况,怎么把这个数据合并成一条?


Lenka.Guo 发表于 2016-3-31 15:11:11

llsyz02 发表于 2016-3-31 13:25
我这个报表,前面这几项是一样的,后面是列分组,对于前面那几项完全一样的 情况,怎么把这个数据合并 ...

亲,给你发的博客链接你不看,博客第二篇的报表模板就是这样的,好好看看博客,不要偷懒哟~比咱们这样沟通效率高。

你的需求是以 “110100023”为主分组,“欧洲”一级子分组,“GB503”二级子分组,“德尔福”三级子分组,选中行分组单元格,添加子分组(依次执行三次):



llsyz02 发表于 2016-4-1 10:21:37

Lenka.Guo 发表于 2016-3-31 15:11
亲,给你发的博客链接你不看,博客第二篇的报表模板就是这样的,好好看看博客,不要偷懒哟~比咱们这样沟 ...

非常感谢大神问题已解决,以后我会多看博客

Lenka.Guo 发表于 2016-4-1 10:52:22

llsyz02 发表于 2016-3-31 12:45
非常感谢

没事~应该的嘛,能解决您的问题就好~~:hjyzw::itwn:
页: [1]
查看完整版本: Tablix 矩表能不能显示动态列并且分组