Open Access
Journal of Cleaner Production, volume 436, pages 140369
A data-driven robust optimization in viable supply chain network design by considering Open Innovation and Blockchain Technology
Reza Lotfi
1
,
Reza Hazrati
2
,
Sina Aghakhani
3
,
Mohamad Afshar
4
,
Mohsen Amra
5
,
Sadia Samar Ali
6
4
5
Publication type: Journal Article
Publication date: 2024-01-01
Journal:
Journal of Cleaner Production
scimago Q1
SJR: 2.058
CiteScore: 20.4
Impact factor: 9.7
ISSN: 09596526, 18791786
Industrial and Manufacturing Engineering
Renewable Energy, Sustainability and the Environment
General Environmental Science
Building and Construction
Strategy and Management
Abstract
The research proposes a new method for Viable Supply Chain Network Design (VSCND) that incorporates Open Innovation (OI) and Blockchain Technology (BCT). A robust stochastic optimization and Conditional Value at Risk (CVaR) in the cost function is utilized to develop the model. This model's objective function incorporates the expected value, maximum cost, and CVaR cost. The OI and BCT platforms are suggested for an antifragile policy against disruption. In addition, CO2 emissions and energy consumption are proposed as sustainability requirements. Eventually, minimum demand satisfaction and resilience facilities by incorporating capacity based on specific scenarios are added to the model for an agile strategy. This research entails several parties, including vendors supplying the primary components and manufacturers creating products based on customer preferences. OI and BCT platforms aim to receive demand based on customer specifications and facilitate rapid transactions between components. Risk-averse decision-makers utilize a polyhedral Data-Driven Robust Optimization (DDRO) approach to manage uncertainty and flexible sets. Incorporating OI and BCT as antifragility instruments resulted in a 0.2% cost reduction for VSCNDOIBCT compared to when OI and BCT were not considered. This research suggests that integrating OI and BCT positively affects SC performance overall. The decreasing rate, DDRO coefficient, agility rate, demand variation, and problem size were subjected to a sensitivity analysis.
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