The marginal value of time is used to define the limits of time-based competition in a supply chain, and we define it as the change in total inventory costs per unit change in supply chain lead-time. To calculate the value of time, we develop a set of simple analytical expressions that apply to most standard reorder-point inventory policies under deterministic and variable lead-times. By not requiring optimal inventory policies and expressing the value of time in terms of the unit cost of the product, we obtain very general results that are essentially product-free. We validate the analytical expressions using data from actual supply chains to simulate the inventory cost effects of changes in the lead-time. The results show that the marginal value of time in a supply chain is surprisingly low; it generally falls within a range of 0.4-0.8%of product unit cost per week.
Our analytical models explain why there has been expansive growth in global supply chains for functional products. The key tradeoff in outsourcing is between reduced variable production cost and the increased inventory cost of longer supply chain lead-times. The models show analytically that the incremental inventory cost is extremely small relative to the cost benefit. The growth in global supply chains with long lead-times is cost, rather than time, driven.