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In our recommended study, we codify rework models for serviceable deteriorated items.
There is no replacement or repair of deteriorated items takes place in a given cycle.
In our lot sizing model for deteriorated items with rework, both serviceable and recoverable items are deteriorating with time.
The purpose of this note is to explore the same production inventory models with a mixture of partial backordering and lost sales for deteriorated items.
However, because of the recycling of deteriorated items, the environmental impacts of deteriorating items are more significant than those of non-deteriorating ones.
The total numbers of deteriorated items in RW and OW over the stock-in period can be calculated as follows: D_{1} = beta intlimits_{0}^{{t_{1} }} {I_{r} (t),{text{d}}t} quad {text{and}}quad D_{2} = alpha intlimits_{0}^{{t_{2} }} {I_{0} (t),{text{d}}t}.
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There is replacement for a deteriorated item.
An order-level inventory model for deteriorating items having constant deterioration rate was studied by Shah and Jaiswal (1977).
Srivastava and Gupta (2007) studied an EOQ model for deteriorating items with constant deterioration rate, both the constant and time-dependent demand rate and no-shortages.
The model can be extended in several ways, for example, we may consider the deteriorating items with a constant deterioration rate.
Deteriorating rate is another key factor in the study of deteriorating items inventory, which describes the deterioration nature of the items.
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