Pattern Generation for Two Dimensional Cutting Stock Problem
Journal Title: INTERNATIONAL JOURNAL OF MATHEMATICS TRENDS AND TECHNOLOGY - Year 2012, Vol 3, Issue 2
Abstract
Selection of feasible cutting patterns in order to minimize the raw material wastage which is known as cutting stock problem has become a key factor of the success in today’s competitive manufacturing industries. In this paper, solving a two-dimensional cutting stock problem is discussed. Our study is restricted to raw material (main sheet) in a rectangular shape, and cutting items are also considered as rectangular shape with known dimensions. The Branch and Bound approach in solving integer programming problems is used to solve the problem.
Authors and Affiliations
W. N. P Rodrigo1 , W. B Daundasekera2 and A. A. I Perera3
Keywords
Related Articles
- EP ID EP156502
- DOI -
- Views 80
- Downloads 0
On Most Generalized Topologies on a Non Empty Set
The purpose of this paper is to introduce a notion of continuity called (G ,D)- continuity between two non empty sets X and Y, and its relationships with other functions are studied.
Determinants of Students’ Achievements in Senior Secondary School Mathematics and Sciences: What is the role of Test Response Mode and Locus of Control?
This study investigated the effects of test response mode and locus of control on student’s achievements in senior secondary school mathematics and sciences within the blueprint of casual-comparative research of an...
On Normal Fuzzy Soft Group
In this paper, we introduce the concept of normal fuzzy soft group. We also define the level subsets of a normal fuzzy soft subgroup and discussed some of its properties.
Single Term Haar Wavelet Series for Fuzzy Differential Equations
In this paper numerical method for solving fuzzy ordinary differential equations using Single Term Haar Wavelet Series (STHWS) method[9-15] is considered. The obtained discrete solutions using STHWS are compared with the...
Reflection and Transmission of Elastic Waves at the Loosely Bonded Solid-Solid Interface
Reflection and transmission phenomenon of plane waves at a loosely bonded interface between linear isotropic elastic solid half space and fluid saturated incompressible porous solid half space is studied in the present s...