Optimization of a Dish Cart Storage using the Two-Dimensional Single Bin Packing Problem

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초록

Given a set of rectangular items such as dishes, cups, saucers, or forks and a rectangular shelf of a dish cart, the two-dimensional single bin packing problem (2D-BPP) involves orthogonally packing a subset of the items within the shelf such that the sum of the values of the packed items is maximized. If the value of an item is given by its area, the objective is to maximize the covered area of the shelf. Thus, this paper aims to optimize the transport capacity of a serving robot carrying a dish cart. This experiment, the first of its type, proves the feasibility of this endeavor efficiently.

키워드

Two-dimensional single bin packing problem; two-dimensional knapsack problem; serving robot; dish cart storage; rectangular pieces; ALGORITHM
제목
Optimization of a Dish Cart Storage using the Two-Dimensional Single Bin Packing Problem
저자
Lee, Kang-Hee; Khil, A-Ra
DOI
10.12785/amis/080517
발행일
2014-09
유형
Article
저널명
APPLIED MATHEMATICS & INFORMATION SCIENCES
권
8
호
5
페이지
2229 ~ 2236