The resolution of environmental problems has received much attention in recent years. In the transportation sector in particular, the need to reduce CO_2 emissions has necessitated changes in manufacturing and distribution infrastructures. The present study considers a transportation scheduling problem in which loads are transported from an overseas production site to three demand centers in Japan. Demand information is presented in the form of an order table that provides information on delivery dates, demand quantity, and order destinations. In addition, the present study addresses three target areas for reducing CO_2 emissions during the distribution process. First, carrier choices must be carefully considered, because the carrier's transportation time, transportation cost, and total CO_2 emissions are different. Second, less-than carrier loads should be minimized; the present study explores the possibility of consolidating more than two orders and reducing the required number of carrier trips. Third, various options for domestic transportation among demand points are explored. The research model was formulated as a mixed integer programming (MIP) problem. The objective function was to minimize transportation costs and CO_2 emission penalties incurred during transportation. In addition, parameter analysis was performed by changing the values of several parameters, such as transportation cost, CO_2 emission penalty, and number of orders. However, less-than carrier load problems stemming from a large number of orders could not be solved in a reasonable amount of time by the present research model. To address this issue, the reason that long calculation times are required was also investigated. The results indicate that using the present research model, a substantial amount of time is required to consider the issue of less-than carrier load.
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