On Two-door Three-dimensional Container Packing Problem under Home Delivery Service
نویسندگان
چکیده
This paper considers the three-dimensional container packing problem (3DCPP) under home delivery service, which predetermines an ordering of delivering ordered cargo boxes to customers, and aims to load a subset of those boxes according to the delivery ordering into a 3D car container with maximal utilization ratio of the container space while prohibiting the process of delivering cargos to each customer from unloading and subsequent reloading of boxes. In practice, cargos can be taken out from not only the rear door of the delivery container but also the side door. Nonetheless, the previous research only considered the case with only a single door. Therefore, this paper establishes the model for the two-door 3DCPP under home delivery service. Furthermore, the rule of invisible and untouchable items and the subvolume-based approach for the one-door problem are extended to resolve the two-door problem. Last, simulation analysis verifies performance of our approach.
منابع مشابه
On the Three-Dimensional Container Packing Problem under Home Delivery Service
Home delivery service is one of the most important cost drivers in e-commerce industry. We consider the three-dimensional container packing problem under home delivery service, where each rectangular item with its specific destination is loaded orthogonally onto a rectangular container so that the utilization rate of the container space is maximized. In our framework, we assume the routing of a...
متن کاملApproximating Smallest Containers for Packing Three-Dimensional Convex Objects
We investigate the problem of computing a minimum volume container for the non-overlapping packing of a given set of three-dimensional convex objects. Already the simplest versions of the problem are NPhard so that we cannot expect to find exact polynomial time algorithms. We give constant ratio approximation algorithms for packing axis-parallel (rectangular) cuboids under translation into an a...
متن کاملA Comparative Study of Exact Algorithms for the Two Dimensional Strip Packing Problem
In this paper we consider a two dimensional strip packing problem. The problem consists of packing a set of rectangular items in one strip of width W and infinite height. They must be packed without overlapping, parallel to the edge of the strip and we assume that the items are oriented, i.e. they cannot be rotated. To solve this problem, we use three exact methods: a branch and bound method, a...
متن کاملAn Interval Graph-based Tabu Search Framework for Multi-dimensional Packing
Packing is a vast and continuously growing field in the area of Operations Research and Combinatorial Optimization. Roughly speaking, given a set of items and a set of containers, packing problems are concerned with the loading of the items into the containers, according to some packing rules and optimizing a performance measure. Under this broad definition, we find a wide set of real-life and ...
متن کاملA New Method For The Three Dimensional Container Packing Problem
A new algorithm for solving the three dimensional container packing problem is proposed in this paper. This new algorithm deviates from the traditional approach of wall building and layering. It uses the concept of “building growing” from multiple sides of the container. We tested our method using all 760 test cases from the OR-Library. Experimental results indicate that the new algorithm is ab...
متن کامل