【Planning】Reference operation set

发布时间:2020-08-16 18:46:00 作者:edison_tc
来源:ITPUB博客 阅读:335

Purpose

在SAP中,一种技术使用在很多地方,就比如condition tech,以及我们PP中的routing或称为task list更为确切;

routing分很多类型,例如PP-SFC中的standard routing, ref.operation set, PP-REM中的rate routing, ref.rate routing,还有PP-PI的master recipe, 当然还有QM,PS等等。

这里主要实例ref.operation set的使用:

注意,相比standard routing(N), ref.operation set (S) 中,我们可以使用的有:

- material allocation

- PRT allocation

- trigger point

而不可使用的有:

- alternative sequence

- parallel sequence

等。


Content:


创建一个reference operation set

【Planning】Reference operation 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">

【Planning】Reference operation 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">

【Planning】Reference operation 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">



Operation:

【Planning】Reference operation set

【Planning】Reference operation set


然后将reference operation set赋给normalrouting

【Planning】Reference operation set


【Planning】Reference operation 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">


【Planning】Reference operation set


此时是lock状态,所以修改必须在ref.operation set中进行。

 


Unlock后:这样就可以修改了:

<img width="576" height="176" alt="Machine generated alternative text: Co? Routing Edit Goto etails Extras j Enyironment System Help Change Routing: Operati I I?JDF Material 84960000 CC 1210/12 Sequence O Operation Overv. Summarize standard values Other overv. variant Reference Schduling Class痨cation Object dependencies fr Create Ctrk-Shift+F4 aracteristics fr pisplay fr Unlock __A p? ? U... Activi... Machine H 1.000 H 2.000 H 0.500 -;:-


 【Planning】Reference operation set


 ref.operation.set中还是


【Planning】Reference operation set


推荐阅读:
  1. Mybaits通用的10种写法总结大全
  2. 使用gorm怎么对MySql数据库进行操作

免责声明:本站发布的内容(图片、视频和文字)以原创、转载和分享为主,文章观点不代表本网站立场,如果涉及侵权请联系站长邮箱:is@yisu.com进行举报,并提供相关证据,一经查实,将立刻删除涉嫌侵权内容。

planning reference operation

上一篇:使用管道需要注意的四种特殊情况

下一篇:tomcat+jsp访问mysql

相关阅读

您好,登录后才能下订单哦!

密码登录
登录注册
其他方式登录
点击 登录注册 即表示同意《亿速云用户服务条款》