SAP MM Overall Level 審批的采購申請中行項目里的成本中心必須是同一個！

SAP MM Overall Level 審批的采購申請中行項目里的成本中心必須是同一個！

如下采購申請，系統找不到release strategy,

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">

2個行項目中，cost center分別是4630和4762，

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在PR 的release  strategy配置中，這2個成本中心，同屬于一個release  strategy的classification視圖里，

這個是SAP標準邏輯：In overall  release  strategy for PR,  if two  line  items  of  a characteristic  have  two  different  values, then  sap  considers  it  as a  blank  value.當PR的審批在header  level (overall  level)的時候，如果成本中心參與確定審批策略的話，一個PR單據中多個Item的成本中心必須是一致的。否則，系統無法確定采用哪個審批策略。

我刪除一個item或者將item的成本中心改成相同之后，SAP能找到release strategy了：

筆者去年下半年在武漢的一個global  rollout項目里，客戶方的global  template也有建議給到業務團隊說一個采購申請單據里只能輸入同一個成本中心。如今我所在的D項目，需要我從頭開始設計方案（項目宗旨是盡可能使用SAP標準功能來出方案），建立可供未來推廣到客戶其它工廠的全球模板，看來也只能把相同的建議給到業務團隊了。

2017-10-30 寫于無錫市新吳區