juebao 发表于 2018-1-30 09:25:46

怎么通过参数控制显示不同的子报表

如题:怎么根据选择参数的不同显示不同的子报表,子报表的内容,样式都不一样

KearneyKang 发表于 2018-1-30 09:59:25

您好!
你说的是这个我们的子报表控件如下,这个是不可以根据不同的参数加载不同的样式和数据都不同的子报表的
如果是根据导航,跳转到子报表只是可以的,因为这有一个表达式可以根据表达式进行判断和控制

juebao 发表于 2018-1-30 10:10:33

不用子报表,可以通过参数选择的不同导航吗

juebao 发表于 2018-1-30 10:34:03

另外,第二种你说的导航,我的是ar10,没找到导航中的表达式

KearneyKang 发表于 2018-1-30 10:38:17

AR10 中没有导航这个属性,拖入一个文本框,然后点击属性对话框,然后会弹出一个文本框,文本框中有导航这个属性没。
如果没有那就没办法实现。

juebao 发表于 2018-1-30 10:55:48

导航有的啊,我说的是导航中的表达式

KearneyKang 发表于 2018-1-30 13:50:18


没有这个表达式嘛!

juebao 发表于 2018-2-1 09:41:48

KearneyKang 发表于 2018-1-30 13:50
没有这个表达式嘛!
你是哪个版本的?我的是AR10的,没找到
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**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

juebao 发表于 2018-2-1 09:58:30

还有没有其他的方法做到这样的实现方式呢?

KearneyKang 发表于 2018-2-1 12:13:51

如果没有导航的表达式的话,就没办法了。因为至少需要根据表达式进行有个判断,才可以对应导航到不同的子报表
页: [1]
查看完整版本: 怎么通过参数控制显示不同的子报表