TY - JOUR
T1 - Assignment of Freight Traffic in a Large-scale Intermodal Network under Uncertainty
AU - Uddin, Majbah
AU - Huynh, Nathan N.
AU - Ahmed, Fahim
N1 - Publisher Copyright:
© 2023 Uddin et al.
PY - 2024/3
Y1 - 2024/3
N2 - This paper presents a methodology for freight traffic assignment in a large-scale road-rail intermodal network under uncertainty. Network uncertainties caused by natural disasters have dramatically increased in recent years. Several of these disasters (e.g., Hurricane Sandy, Mississippi River Flooding, and Hurricane Harvey) severely disrupted the U.S. freight transportation network, and consequently, the supply chain. To account for these network uncertainties, a stochastic freight traffic assignment model is formulated. An algorithmic framework, involving the sample average approximation and gradient projection algorithm, is proposed to solve this challenging problem. The developed methodology is tested on the U.S. intermodal network with freight flow data from the Freight Analysis Framework. The experiments consider three types of natural disasters that have different risks and impacts on transportation networks: earthquakes, hurricanes, and floods. It is found that for all disaster scenarios, freight ton-miles are higher compared to the base case without uncertainty. The increase in freight ton-miles is the highest under the flooding scenario; this is because there are more states in the flood-risk areas, and they are scattered throughout the U.S.
AB - This paper presents a methodology for freight traffic assignment in a large-scale road-rail intermodal network under uncertainty. Network uncertainties caused by natural disasters have dramatically increased in recent years. Several of these disasters (e.g., Hurricane Sandy, Mississippi River Flooding, and Hurricane Harvey) severely disrupted the U.S. freight transportation network, and consequently, the supply chain. To account for these network uncertainties, a stochastic freight traffic assignment model is formulated. An algorithmic framework, involving the sample average approximation and gradient projection algorithm, is proposed to solve this challenging problem. The developed methodology is tested on the U.S. intermodal network with freight flow data from the Freight Analysis Framework. The experiments consider three types of natural disasters that have different risks and impacts on transportation networks: earthquakes, hurricanes, and floods. It is found that for all disaster scenarios, freight ton-miles are higher compared to the base case without uncertainty. The increase in freight ton-miles is the highest under the flooding scenario; this is because there are more states in the flood-risk areas, and they are scattered throughout the U.S.
KW - freight assignment
KW - intermodal freight transport
KW - network uncertainty
KW - road-rail intermodal
KW - sample average approximation
KW - stochastic programming
UR - http://www.scopus.com/inward/record.url?scp=85207678078&partnerID=8YFLogxK
U2 - 10.54175/hsustain3010001
DO - 10.54175/hsustain3010001
M3 - Article
AN - SCOPUS:85207678078
SN - 2696-628X
VL - 3
SP - 1
EP - 15
JO - Highlights of Sustainability
JF - Highlights of Sustainability
IS - 1
ER -