The liquefied natural gas infrastructure and tanker fleet sizing problem
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Citations
Natural Gas Engine Technologies: Challenges and Energy Sustainability Issue
A review of fleet planning problems in single and multimodal transportation systems
A review on sustainable inventory routing
Short-term planning of liquefied natural gas deliveries
Supply chain strategies as drivers of financial performance in liquefied natural gas networks
References
Strategic production-distribution models: A critical review with emphasis on global supply chain models
Ship speed optimization: Concepts, models and combined speed-routing scenarios
A Branch-and-Price Method for a Liquefied Natural Gas Inventory Routing Problem
A rolling horizon heuristic for creating a liquefied natural gas annual delivery program
Related Papers (5)
Frequently Asked Questions (18)
Q2. What have the authors stated for future works in "An exact solution approach for the liquefied natural gas infras- tructure sizing and tanker routing problem" ?
Several interesting extensions of the problem studied can be considered in future work. The large degree of stochasticity in the input data suggests the use of Stochastic Programming to deal with the uncertainty.
Q3. Why is the model associated with a large degree of uncertainty?
Due to the volatility of the input parameters as well as due to the long planning horizon of the study, any optimal solution is associated with a large degree of uncertainty.
Q4. How long does it take to generate partial solutions?
The generation of the partial solutions takes around 30 seconds on average and the solution time of the set-partitioning model is less than a second.
Q5. What is the main requirement of their collaborator towards the solution method?
an important requirement of their industrial collaborator towards the solution method are fast running times that allow to evaluate large numbers of different scenarios within reasonable time.
Q6. What is the effect of the assumption introduced under scenario A?
The effect of the assumption introduced under scenario B, however, is dampened by the use of smaller tankers and a larger number of individually served ports compared to the optimal solution of scenario A.
Q7. Why is it expected that LNG fuelled container vessels refuel more often?
it is expected that LNG fuelled container vessels refuel more often because of the lower energy content per unit of volume.
Q8. What is the way to allocate ports to a single tanker round trip?
Clustering ports and assigning them to a single tanker round trip allows to use larger, more cost-efficient tankers while keeping their utilization high.
Q9. What is the main drawback of using LNG as a fuel for liner shipping companies?
The current lack of LNG infrastructure for marine bunkering and the uncertainty about future availability still is a major drawback of using LNG as a fuel for liner shipping companies.
Q10. How much of the total cost of LNG is accounted for by the partial solutions?
The partial solutions covering the ports of Shanghai and Rotterdam, which represent more than 80% of the total demand for LNG, also constitute more than 85% of the total cost.
Q11. What is the cost of onshore infrastructure at a location i?
In general the cost for onshore infrastructure at a location i is non-linear, with the additional cost per extra unit of capacity decreasing for larger capacities, reflecting economies of scale.
Q12. How many tanker loads are required in a year?
If the total annual demand for LNG at both ports is 11 000 000m3, approximately 41.5 tanker loads are required throughout the whole year.
Q13. How can the authors calculate the CAPEX of any LNG terminal?
The CAPEX of any LNG terminal with capacity y can thus be calculated using the formula:CAPEX(y) = CAPEX(ȳ1) · ( yȳ1)0.4015 (20)Equivalent to the arc-based model formulation, the authors require the capacity of an LNG terminal at port i to be as large as the amount of LNG that is received with each tanker visit plus a buffer.
Q14. Why is the average tanker size larger than scenario A?
The average tanker size is significantly larger compared to scenario A, because the larger the tanker is, the lower are the charter and fuel costs per unit of LNG, and, most notably, utilization rates are much lower, as idle times are not penalized anymore.
Q15. What is the average charter rate of a container vessel?
As an estimate for the daily charter rate of a tanker with capacity qs in thousand US dollars the authors use the function 9.0616 · q0.4492s that is based on empirical data for tankers and their corresponding charter rates.
Q16. Why is the average tanker size larger than under scenario B?
Due to the increased tanker capacities, the onshore infrastructure capacities are even larger than under scenario B (see Table 5).
Q17. What is the assumption that the onshore storage capacity is fully utilized?
The assumption tends to underestimate infrastructure cost and selects onshore capacities that are fully utilized under the given demand scenario and thus might not be robust to changes in the input.
Q18. What is the incentive for combining ports?
Note that in scenario C the required infrastructure capacity at a port is, like in scenario A, a function of the amount unloaded, which represents an incentive to combine ports on round trips.