Kapasite kısıtlı çok dönemli çok aşamalı çok taşıma seçenekli çok ürünlü buğday tedarik ağ tasarımı problemi için bir matematiksel model ve bir uygulama.

Although sufficient amounts of wheat are produced in Turkey, which ranks first in the world in terms of flour export, wheat imports negatively affect the sector. In general, farmers in Turkey produce in small quantities in small production area, and deliver their products with small capacity vehicles and multiple trips. Purchased wheat is classified according to quality characteristics in collection silos, and wheat purchase is limited by harvest period. On the other hand, shipments to the factory from collection silos can be made all year around. In this paper, a 0-1 mixed integer programming formulation for wheat supply network design is proposed to supply sufficient wheat with the desired quality and lowest cost. The proposed formulation uses vehicles with different capacities and reduces the number of trips by choosing the appropriate vehicle for the load amount. In addition to the road, the formulation also considers the rail option. In its current form, the considered problem is described as a wheat supply network design problem with capacity-constraint multi-period multi-stage multi-modal multi-product. The proposed formulation has been tested using real data in a wheat flour factory operating in Konya. The formulation, which was run for three different scenarios of the company, provided sufficient and desired quality wheat by optimizing transportation costs. Computational results recommend the rail transport option in some regions. The results of the formulation are thought to be of a nature that guides the company's tactical and strategic plans. [ABSTRACT FROM AUTHOR]