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  • Niru91

    MemberJan 10, 2014

    i am planning to take that as a subject in my masters so can any one help me out with lean and integrated product and process design
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  • g_rakesh2

    MemberFeb 5, 2014

    Lean is a production practice; which considers creation of valueable product to the end customer by minimizing waste.
    Waste can be anything like: More lead time, scrap material etc. which will lead to minimize profit or increase losses. Lean is almost derived from Toyota Production System.
    I think; integrated product and process design & concurrent engineering are same concepts. IPPD or concurrent engineering is an approach used in product development in which functions of design, manufacturing engineering and other depsrtments or functions are integrated in order to reduce the time required to bring a new product to end customer.
    CONCURRENT ENGG
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    ConcurrentEngineering
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