3155. Optimising Garment Remanufacturing: A Novel Approach to Two-Dimensional Irregular Multi-Bin Packing with Non-Fragmentation Constraints
Invited abstract in session MB-21: 2D Cutting and Packing, stream Cutting and packing (ESICUP).
Monday, 10:30-12:00Room: Esther Simpson 2.12
Authors (first author is the speaker)
| 1. | Nesma ElShishtawy
|
| Analytics, Technology and Operations Department, University of Leeds | |
| 2. | Julia Bennell
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| Leeds University Business School, University of Leeds | |
| 3. | Pammi Sinha
|
| School of Design , University of Leeds |
Abstract
This study introduces a new variant of the cutting and packing problem: the Two-Dimensional Irregular Multi-Bin Packing with Non-Fragmentation Constraints (2D-IMBP-NFC). Motivated by upcycling and material reuse, the problem involves allocating and packing full garment clusters, non-fragmentable complete sets of pattern pieces, into irregularly shaped bins derived from disassembled deadstock garments. The methodology is structured into two integrated sub-problems: (i) a Piece and Bin Selection Sub-problem, solved using a linear programming (LP) model to allocate cluster instances across multiple irregular bins and a fallback fabric strip, subject to capacity and demand constraints; and (ii) a Placement Sub-problem, where a geometry-informed heuristic generates the initial layout by leveraging the spatial characteristics of both bins and garment clusters to guide feasible placements. A column-wise post-optimisation phase refines layout compaction for each bin, then selectively reassigns clusters initially allocated to the fabric strip into the freed bin space. Evaluated on real-world garment data, the proposed integration of mathematical optimisation with domain-specific heuristics, demonstrates significant potential for reducing the reliance on virgin material in garment manufacturing. Additionally, it offers a robust framework that addresses key operational constraints integral to advancing garment remanufacturing in the fashion industry.
Keywords
- Cutting and Packing
- Optimization Modeling
- Sustainable Development
Status: accepted
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