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卢茜(uid:134743)
职业资格认证:FCA-FineReport | FCA-业务分析理论
  • 之前是A表一个id传参到B表查看导出,只能一个个导出,现在要求A表查多少数据在A表点击批量导出导出B表并且打成Jar
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 这种格式 AB AB001 brand_code 根据 suppler_code 自增长 每次加1 前缀必须和supper_code 一样 格式如上图所示 帆软 或者 sql实现都行 要求 填报的时候 brand_code 根据suppler_code自增长 什么方法都行
  • 105232 上面 是我的数据集 形态 105233 这是ds2的sql 105234 这是下拉的效果 105235 为什么我选择完 他自动为code 编辑于 2018-5-23 10:57
  • 数据集模板104338 供应商父格式医院,品牌父格是供应商,品牌右边的单元格所有父格都是供应商, 供应商名称查询的数据集sql SELECT DISTINCT h.suppler_code as 供应商code,h.suppler_name as 供应商名称 FROM T_Hospital_Maintenance h where h.hosp_no='${hosp_no}' 品牌名称查询的数据集sql SELECT DISTINCT h.brand_code as 品牌code,h.brand_name as 品牌名称,h.suppler_code,h.suppler_name FROM T_Hospital_Maintenance h where 1=1 ${if(len(hosp_no) == 0,"","and h.hosp_no = '"+hosp_no+"'")} ${if(len(SUPPLER_NAME) == 0,"","and h.suppler_code = '"+SUPPLER_NAME+"'")} ${if(len(BRAND_NAME) == 0,"","and h.brand_code = '"+BRAND_NAME+"'")} 查询按钮总查询sql select DISTINCT h.hosp_name as 医院名称, h.suppler_code as 供应商code, h.suppler_name as 供应商名称, h.brand_code as 品牌code, h.brand_name as 品牌名称, f.company_name as 单位名称, f.sales_month as 销售年月, f.initial_quantity as 期初存货数量, h.BRAND_PRICE as 品牌单价, f.cost_amount as 期初存货成本额, f.retail_price as 期初存货零售单价, f.purchase_quantity as 本月购进数量, f.purchase_amount as 本月购进金额, f.return_quantity as 本月退货数量, f.return_amount as 本月退货金额, f.sales_volumes as 本月销售数量, f.sales_cost as 本月销售成本额, f.sales_amount as 本月销售额, f.other_quantities as 本月其他发出数量, f.other_amount as 本月其他发出金额, f.balance_quantity as 期末结存数量, f.balance as 期末结存金额, f.inventory_number as 实际盘存数量, f.inventory_amount as 实际盘存金额, f.profit_loss_number as 盘亏盘盈数量, f.profit_loss_amount as 盘亏盘盈金额 from T_Hospital_Maintenance h inner join T_Frame_Stock f on h.suppler_code = f.suppler_code where 1=1 and h.brand_code=f.brand_code ${if(len(SUPPLER_NAME) == 0,"","and h.suppler_code= '"+SUPPLER_NAME+"'")} ${if(len(BRAND_NAME) == 0,"","and h.brand_code= '"+BRAND_NAME+"'")} ${if(len(SALES_MONTH) == 0,"","and f.sales_month= substr('"+SALES_MONTH+"',0,7) ")} 供应商单元格加的过滤条件,过滤 品牌数据集的供应商 code 104339 品牌单元格加的过滤条件, 104340 总查询加的过滤条件 104341 查询单个供应商 预览结果 没错的 104342 不选供应商查询所有供应商出差,值重复,品牌分组没错,奥加供应商一个品牌宝肌,右边值应该一个。显示四个,把下面供应商下品牌的值也重复了 上海恒兴供应商下三个品牌,右边值也应该三个,显示了四个,把上面供应商下品牌的值也重复了 104343日志sql 执行结果 求解104344 编辑于 2018-5-16 09:17 编辑于 2018-5-16 10:12
  • var location = this.options.location; //获取当前控件的位置 var cr = FR.cellStr2ColumnRow(location); var col = cr.col; //列号 var ro = cr.row; //行号 var A3 = contentPane.getWidgetByCell(FR.columnRow2CellStr({col: col-2, row: ro})); var B3 = contentPane.getWidgetByCell(FR.columnRow2CellStr({col: col-1, row: ro})); var sql="select g.form from T_Group_Maintenance g where g.suppler_code= '" + A3.getValue() + "' and g.brand_code= '" + B3.getValue() + "' and g.state='启用'" var res=FR.remoteEvaluate('=SQL("finereport","'+sql+'",1,1)'); if(res == "否"){ this.setEnable(false); this.setVisible(true); } 这个事件是根据 供应商和品牌 查出 是否可以修改 当值为是的时候 可以编辑品牌单价 当值为否的时候不可以编辑 品牌单价 SQL("finereport", "select g.brand_price from T_Group_Maintenance g WHERE g.SUPPLER_CODE=" + " '" + A3 + "' AND g.BRAND_CODE=" + " '" + B3 + "'", 1, 1) 这条sql 是根据供应商和品牌查询出 对应的品牌单价 如上图所示 按道理 我第二次 加供应商 品牌的时候 应该会执行 上面的sql 查询出数据库里 已有的品牌单价的值,可是 他没查询没刷新 就直接 进入了那个事件 判断 是否可以修改 然后 不可编辑了 我要得 是 先查询出 对应的品牌单价 再那个框展示好 然后 在判断 是否可以 编辑 麻烦大家 看看 编辑于 2018-5-14 18:00
  • 模板预览104198 第一个品牌单价公式sql 104199 第二个品牌单价 公式 sql 104200 获取医院表已经填报的供应商下对应品牌下的品牌单价 104202 为什么 第一个sql 查有值没错 第二个sql查没值 两个品牌单价 同一个数据库字段 第一个sql 查多条品牌单价 值就取第一个 重复的,第二个sql查出来又没错 都是对应的品牌单价 104201 现在问题 用一个sql 查 查多条 数据只取第一个品牌单价 重复,第二个sql 查 单个的 拿不到供应商和品牌 因为第一次没填报 没有供应商和品牌 求解决
  • 如图,如何将表根据另一张表的晒选出的信息进行过滤? 104135 编辑于 2018-5-14 17:48
  • 一个品牌单价如图C3单元格sql公式,根据一个状态字段form 是否可以编辑 ,写个隐藏sql到单元格,查出来 状态结果是否不可以编辑的品牌单价,如图G3单元格格式,事件写在C3单元格里, 求解
  • 大佬 怎么根据 A报表的一个字段值 控制 B报表 一个字段可不可修改 A报表 状态字段 为 启用 B报表 单价字段 可以修改 A报表 状态字段为禁用 B报表 单价字段 不可以修改 填报的报表

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