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When the useful life of a commodity in the field (“the field life”) is affected by the time the commodity spends in store prior to issue (“the store-age”), it is necessary to assess under what conditions goods become obsolete in the store before they are issued. Other problems of interest are: What is the total useful field life expected from a given stock-pile and what is the optimal quantity of goods that should be ordered? These problems are discussed for three cases: 1. A stock-pile of identical units 2. A stock-pile of non-identical units 3. A stock-pile of several batches of components. It is further shown that the last case is a general model, from which the first two and several other special cases may be derived.
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Samuel Eilon (1963) studied this question.
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