2009•jOURNAL OF southwest University for NationalitiesRequires access

Solution to a new transportation model of relief and rescue materials

Deyang Zhang

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Abstract

This paper investigates a new transportation model of relief and resuce materials. The nonlinear impact of transport capacity on transport time is considered in the basic shortest-time transportation model. The algorithm of the maximum flow and binary search are used to solve the model. Finally, the polynomial-time algorithm is given, which can effectively produce the optimal transport scheme.

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What this paper is about

This paper investigates a new transportation model of relief and resuce materials. The nonlinear impact of transport capacity on transport time is considered in the basic shortest-time transportation model. The algorithm of the maximum flow and binary search are used to solve the model. Finally, the polynomial-time algorithm is given, which can effectively produce the optimal transport scheme.

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Available abstract

This paper investigates a new transportation model of relief and resuce materials. The nonlinear impact of transport capacity on transport time is considered in the basic shortest-time transportation model. The algorithm of the maximum flow and binary search are used to solve the model. Finally, the polynomial-time algorithm is given, which can effectively produce the optimal transport scheme.

Key concepts: Mathematical optimization, Computer science, Nonlinear system, Scheme (mathematics), Flow (mathematics), Transportation theory, Polynomial, Algorithm

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