DESIGNING RESILIENT AND SUSTAINABLE SUPPLY CHAINS NETWORKS

Ed Pohl, Ph.D.
Department of Industrial Engineering
4207 Bell Engineering Center
Fayetteville, AR 72701
Phone: (479) 575-6042
Fax: (479) 575-8431
epohl@uark.edu

Scott Mason, Ph.D.
Clemson University
Department of Industrial Engineering
124 Freeman Hall
Clemson, SC 29634
Phone: (864) 656-5645
Fax: (864) 656-0795
mason@clemson.edu

Chase Rainwater, Ph.D.
Department of Industrial Engineering
4207 Bell Engineering Center
Fayetteville, AR 72701
Phone: (479) 575-2687
Fax: (479) 575-8431
cer@uark.edu

January 1, 2009 – December 31, 2011

This research seeks to develop a fundamental understanding of the inter-dependence within and between critical supply chain infrastructure systems. We will quantify the impact of this interdependence on both the resiliency and sustainability of supply chain systems, both individually and collectively. In our research, we will examine the trade-offs between resource allocation and the efficacy of various types of resources to mitigate supply chain vulnerability. We will develop a theoretical foundation upon which analytical methods will be constructed and utilized to effectively model, analyze, and improve the resiliency and sustainability of critical supply chain systems. Our approach will study both resiliency and sustainability at a variety of hierarchical levels/supply chain echelons, as well as under different time horizons (i.e., strategic, tactical, and operational). This approach will afford us the flexibility to analyze both supply chain performance and supply chain impacts/disruptions at disparate levels across the various supply chain infrastructure systems.

Our research strives to conduct a comprehensive assessment of risk and fortification decisions which require the consideration of all connected players within a multi-echelon supply chain. From a mathematical modeling perspective, this requires the development of an arc-based representation of the supply chain network. Within this network, special consideration must be given to the multiple states in which a particular arc may function in the presence of additional security resources. Moreover, since the level of risk in most all scenarios varies highly with time, the inclusion of a temporal element is vital to the validity of our study. However, the consideration of a dynamic supply chain requires us to develop time-expanded network fortification models for the problem considered in this work. The pursuit of an arc-based time-dependent model is a computational challenge for even moderately sized supply chains. This challenge is compounded by our eagerness to study intermodal networks on a national scale. Our research seeks to fill this need by developing new supply chain network strategies that incorporate the risks associated with disruption. Our models will be useful both to emergency response teams and to military and civilian logistics planners during the planning and preplanning phases of contingency assessment. In addition, our resulting solution techniques will be suitable for deployment in decision support network tools for contingency planning.

Product:  In Progress (DHS MBTC-1101)