生產過程採用最佳的工作方式,認真執行操作規程,完善工藝流程卡,經常開展規範化作業檢查,班組長對每班情況進行評價和考覈。 4M法,又稱4M檢核法,也就是中文所說的‘人-機-料-法’分析法。 是指作業員(Man),機械設備(Machine),原材料(Material),作業方法(Method)的頭四個英文字母這四個M用在品質上瑕疵方法謂爲四大要素。 在追查不良原因品質瑕疵以及工程管理時是最有用的方法。 如果4M這四個要素是穩定的,那麼最終生產出來的產品也是恆定的,但這只是一個理想的狀態。 4m 順序2025 現實中,人員、設備、材料、方法經常在變化,最終結果也隨之變化,4M變更管理就是通過控制這些變化,使結果在允許的範圍內變動。
4M變更是指在生產過程中給品質帶來一定影響的異常變更,含作業人員、設備、材料、工藝方法的變更,即常說的人員、設備、材料、方法變更。 4M是ISO質量管理體系中的要素之一。 它的含義是:Manpower(人力);Machine(機器);Material(材料);Method(方法、技術);通常還要包含1E:Environments(環境)。 也就是人們常說的:人、機、料、法、環五大要素。
4m 順序: 品質ポイントの明確化
儒家的爲人之道“仁義禮智信 4m 順序 ”就是一個優秀民族道德的4M管理,這個五常之道實是一切社會成員間理性的溝通原則、感通原則、諧和原則,經過歷史的洗禮,通過一代一代的傳承,形成了中國主流的道德文化。
4M指人(Men) 、機器(Machine) 、材料(Material) 、方法(Method),是生產過程中最基本的要素。 班組長應抓住這四個基本要素進行現場管理。 人(Men) 最大限度地發揮人的潛能和競爭意識,實行崗位培訓,培養良好的工作作風。 機器(Machine) 提高設備的最大利用率。
4m 順序: 「品質マネジメント」の他のキーワード解説記事
①各部門按照“4M變更書”的確認內容進行品質確認,並將結果記錄在“4M變更確認表”中,最後返回品質部存檔。 4M管理是一個持續改善的過程,短期2-3個月可以形成一個套路,但是要形成長久的習慣至少需要3-5年,只有通過長期持續不斷的管理及改進,才能真正的將4M變更管理沉澱於日常的質量管理工作中,才能真正的見到持續的成效。 Pmp項目管理考試-51CTO學堂,PMI協會和人才基金會雙授權培訓機構,國際項目管理黃金證書-PMP認證.PMP認證講師授課,pmp項目管理考試報名與培訓中心。
這就是4M管理追求的理想境界,不論時間怎麼流逝,無論經歷什麼樣的變化,這種標準化、可視化管理的模式已經根深蒂固於產品生產每個工站、企業發展的每個過程。 4M變更簡單來說就是Man、Machine、Method以及Material也就是人、機器、方法和材料這四個要素髮生了變更。 其中步驟七與八為問題分析階段,步驟九為規劃階段,十為執行階段。 網路有一篇討論品質圈(QC Circle)的小文章,內容除介紹何謂品質圈外,對於如何展開品質圈活動也進行初步討論。 該流程中,部分步驟與工程問題規劃與解決相關,整理如下,並討論於後。
4m 順序: 管理概念
爲人才上進創造了足夠的空間,激發了幹部和員工的積極努力精神,重在參與,鼓勵開展合理化建議,小改小革。 ①由發生區將變更的內容填入“4M變更書”交車間主任簽字後發到品質部,由品質部經理確定品質方面需確認的內容。 發生區及相關部門收到品質部配發的“4M變更書”後,按要求實施變更。
- 4M是ISO質量管理體系中的要素之一。
- 由實施車間在4M變更品的入庫單上打“△”作爲標誌。
- 51CTO學堂-雙授權培訓機構,廣大PMP學員的選擇.pmp項目管理培訓報名與培訓中心.PMP認證講師授課,pmp項目管理培訓報名與培訓中心。
- 問題分析階段為人、機、料與法等4M的分析與規劃,其中”人”為”人力”(Man)、”機”為”機械”(Machine)、”料”為”材料”(Material)與”法”為”方法”(Method)。
- 現實中,人員、設備、材料、方法經常在變化,最終結果也隨之變化,4M變更管理就是通過控制這些變化,使結果在允許的範圍內變動。
- 4M法,又稱4M檢核法,也就是中文所說的‘人-機-料-法’分析法。
做到最合理的投入產出,實行工序製造成本管理,制定可行的降耗、增效目標,控制物資材料的浪費、減少損耗。 提高設備的最大利用率,執行設備日保月保制度。 4m 順序2025 問題分析階段為人、機、料與法等4M的分析與規劃,其中”人”為”人力”(Man)、”機”為”機械”(Machine)、”料”為”材料”(Material)與”法”為”方法”(Method)。 4M問題分析法為針對此四個面向議題所進行之問題探討,例如品質不佳來源為哪些人所執行? 4m 順序 最後是不是哪些操作方法造成品質不佳等。 由車間工藝員修改作業指導書,並指導員工按新的作業方法作業,處理發生的異常,直到員工熟練爲止。
4m 順序: 相關推薦
課程含2000道模擬題+數十個實戰案例。 51CTO學堂-雙授權培訓機構,廣大PMP學員的選擇.pmp項目管理培訓報名與培訓中心.PMP認證講師授課,pmp項目管理培訓報名與培訓中心。 問題分析:接著必須分析及調查為什麼會發生那種問題之原因何在:一般是以4M來分析 (Man:人為,Machine:機械,Method:方法,Material:材料) 把想到的要因逐一加以過濾。 作業人員因缺勤、調動、離職時,由一個作業人員變動到另一個作業人員進行作業時,所產生的變更。 4M分析後來發展成爲4M1E(即‘人-機-料-環-法’),後又進一步發展成爲5M1E(在4M1E基礎上加入第五個M,測量Measurement)。 4M管理不僅僅只是侷限於工作層面,還可以擴展至日常生活,乃至社會、民族。
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” width=”605px” alt=”4m 順序”/>
實行設備動態管理,積極開展TPM活動,即全員、全過程參加的提高設備綜合效率活動。 4m 順序 材料(Material)做到最合理的投入產出,實行工序製造成本管理,制定可行的降耗、增效目標,控制物資材料的浪費,減少損耗。 方法(Method)生產過程採用最佳的工作方式,認真執行操作規程,完善工藝流程卡,經常開展規範化作業檢查,班組長對每班情況進行評價和考覈。
4m 順序: 管理の効果を高めるために
4M是生產過程中最基本的要素,如果這四個要素是穩定的,那麼最終生產出來的產品也是恆定的。 4m 順序 但這只是一個理想的狀態,現實中,人員、機器、材料、方法經常在變化,4M變更管理就是通過控制這些變化,使結果在允許的範圍內變動。 設計變更指由於設計、生產、品質使用等因素需對產品發生規格、型號、物料、顏色、功能等的變更。
- 4M是生產過程中最基本的要素,如果這四個要素是穩定的,那麼最終生產出來的產品也是恆定的。
- 方法(Method)生產過程採用最佳的工作方式,認真執行操作規程,完善工藝流程卡,經常開展規範化作業檢查,班組長對每班情況進行評價和考覈。
- 該流程中,部分步驟與工程問題規劃與解決相關,整理如下,並討論於後。
- 4M變更是指在生產過程中給品質帶來一定影響的異常變更,含作業人員、設備、材料、工藝方法的變更,即常說的人員、設備、材料、方法變更。
在實施過程中,車間工藝員專責跟蹤,確認首件用變更後的設備生產的產品品質是否合格。 如果不合格,則要求相關部門停止生產並重新檢查該設備的性能。 設備變更後,生產出來的首件產品經工藝員確認合格後,應由質檢員進行小批量生產的複檢,並在確認品質合格後,方可進行大批量生產。 由車間工藝員按作業指導書要求安排員工訓練,班組長每兩個小時進行產品品質確認,直至培訓合格止。 4M管理的具體內容主要包括人力、機器、材料、方法(技術);在通常使用中加入環境,組成常見的人、機、料、法、環五大要素。 方法(METHOD)–生產過程採用最佳的工作方式,認真執行操作規程,完善工藝流程卡,經常開展規範化作業檢查,班組長對每班情況進行評價和考覈。