菜鸟920 发表于 2023-9-8 10:12:38

电子秤读取稳定数值后,自动打印怎么实现

说明:
称重名称使用下拉菜单进行选择,并支持模糊搜索;
条码编号使用自动编号;
产品名称自动填充称重名称里面选择的名称;
打印数量固定值为1;
电子称重量自动读取电子秤稳定后的重量数字。

当读取电子称稳定数值后,自动打印标签。标签模板可调用第三方的软件(bartender)。data:image/png;base64,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


李根 发表于 2023-9-8 10:25:10

云表本身可以实现这些功能,不需要第三方程序
页: [1]
查看完整版本: 电子秤读取稳定数值后,自动打印怎么实现