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Published byTyler Murphy Modified over 9 years ago
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Capt Mike Brisker LT Andy Olson 1
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UA is world’s largest airline by amount of passenger traffic Over 5000 flights/day on six continents Serves 234 airports in the US (63 of which are considered in this model) Operates 14 different types of aircraft (five of which are considered in this model) 3
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◦ Only allowing network to run for two hops ◦ Network only includes the 63 busiest US airports ◦ Network starts with all aircraft at a hub ◦ All edges between airports are fair game to an aircraft at that airport; network does not force match a particular type of aircraft for a given edge ◦ UA is incentivized to use certain planes for certain edges based on profit available 4
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◦ Any edge can be run multiple times, but multiple runs of the same edge are successively less profitable ◦ Network is time-agnostic ◦ Not requiring aircraft to return to point of origin ◦ The network does not include the largest or smallest planes UA uses ◦ Aircraft are allocated to each hub proportionally to the number of edges coming out of the hub 5
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Plane Type SeatsRange (nm) Speed (mph) Number in UA Fleet (Active/Stored) Variable Cost/Hour A319132374053555/0$7526 B7371443050530239/138$8860 B7571643900540153/5$12213 B767209385055056/8$14500 B777300523555074/0$10000 6
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The cost of flying a given edge for a plane of type j is The profit available for a plane of type j flying a given edge is 7
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Types of nodes ◦ Hubs ◦ Types of aircraft at a hub ◦ Routes available from that hub ◦ Legs of those routes ◦ Cost nodes (created for the purpose of allowing multiple flights on edges at reduced profit) 8
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Total number of nodes: 5,917 Total number of edges: 40,371 Output file length (w/o attacks): 1,107 lines Number of legs flown (w/o attacks): 602 9
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10 ST Hubs Aircraft at Hubs Itinerary From Hub Legs of the Flight Cost Nodes (0,0,∞) (0,0,1) (0,0,max number of aircraft) (0,0,1) (-profit,0,1)
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11 SFO B737 SFO-LAX-SFO (0,0,1) Full Profit Less Profit Still Less Profit LAX B737LAX-SFO-LAX SFO-LAX LAX-SFO
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12 Type of aircraft at hub (0,0,1) Itinerary From Hub (0,0,1) Full Profit Less Profit Still Less Profit (-profit,0,1) (-.9*profit,0,1) (-.8*profit,0, ∞)
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How badly does the removal of a hub affect the overall flow of the network? 13
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How many planes should we allocate at each hub? Do we need more or less? 17
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18 ST Hubs Aircraft Type Itinerary From Hub Legs of the Flight Cost Nodes (0,0,∞)(0,0,1)(0,0, total number of aircraft ) (0,0,1) (-profit,0,1)
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19 Plane Type A319B737B757B767B777 Planes Used1193872830 Planes Avail28138872840 Percent39%67%100% 75%
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Things we wish we could have done… ◦ The model is running correctly, but we have a choke point in it limiting the number of flights ◦ Time-layering ◦ Assigning certain types of planes to certain types of flights ◦ Run a week/month schedule (it is available, but…) 20
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