李。Ray 发表于 2024-4-30 15:46:33

一键批量打印标签,并自动打印尾数标签

一、应用场景及问题点:
1.一键批量打印标签,且不同客户有不同的标签格式
2.标签按箱规,会出现整数箱及尾数箱
3.客户有不同要求,有的客户不同订单的相同产品标签需要一起打印,只能有一个尾数箱,有的客户标签需要按订单打印标签
二、批量打印标签参考:
1. 批量打印条码标签 | 云表平台帮助文档 (iyunbiao.com)
三、模板及设置方法
1.设计不同的标签模板(本人采用报表设计,不保存数据

2.设计出货单及数据项

3.设计填表公式

1)添加工具栏按钮“标签”,添加相应的公式到此按钮。
①先保存(保存是为了满足勾选行才打印功能,勾选后打印标签的值就是常量.是,但是要保存后数据库中才会变更)
②新建整数箱标签
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
整数箱公式:
执行条件控制不同客户打印不同格式的标签
数据源控制勾选行打印(数据源过滤条件为:打印标签=常量.是)
涉及到装箱数量的选择每箱数量
③新建尾数箱标签

尾数箱公式:
执行条件控制不同客户打印不同格式的标签
数据源控制勾选行打印
涉及到装箱数量的选择尾数

此处打印份数是为了满足不同订单相同物料只有一个尾数箱
2)值变化赋值箱数及尾数

执行条件控制非按照不同订单打印标签的客户不执行此公式
箱数公式:
值变化每箱数量:IF( 本表单.明细.出入库数量<本表单.明细.每箱数量 , 0,IF( 本表单.明细.每箱数量=常量.空 , 0,ROUNDDOWN(( 本表单.明细.出入库数量/本表单.明细.每箱数量 ),0)))
值变化发货数量:IF( 本表单.明细.出入库数量<本表单.明细.每箱数量 , 0,IF( 本表单.明细.每箱数量=常量.空 , 0,ROUNDDOWN(( 本表单.明细.出入库数量/本表单.明细.每箱数量 ),0)))
尾数公式:
值变化每箱数量:IF( 本表单.明细.出入库数量>=本表单.明细.每箱数量 , 本表单.明细.出入库数量- (本表单.明细.每箱数量*本表单.明细.箱数 ),本表单.明细.出入库数量 )
值变化发货数量:IF( 本表单.明细.出入库数量>=本表单.明细.每箱数量 , 本表单.明细.出入库数量- (本表单.明细.每箱数量*本表单.明细.箱数 ), 0)

执行条件控制不同订单相同产品只能有一个尾数箱的客户执行此公式
出货总数值变化:
箱数:IF(本表单.明细.出货总数   <本表单.明细.每箱数量 , 0,IF( 本表单.明细.每箱数量=常量.空 , 0,ROUNDDOWN((本表单.明细.出货总数   /本表单.明细.每箱数量 ),0)))
尾数:本表单.明细.出货总数- (本表单.明细.每箱数量*本表单.明细.箱数 )
备注:IF( 本表单.明细.箱数= 0, 数值转文本(本表单.明细.尾数 )+"*1" ,IF( 本表单.明细.尾数 =0, 数值转文本( 本表单.明细.每箱数量)+"*"+数值转文本(本表单.明细.箱数 ) , 数值转文本( 本表单.明细.每箱数量)+"*"+数值转文本(本表单.明细.箱数 )+ "+" +   数值转文本(本表单.明细.尾数 )+"*1" ))
四、大功告成
页: [1]
查看完整版本: 一键批量打印标签,并自动打印尾数标签