Another problem space that defines fleet management in its
own way is Rail and intermodal transport. This is a complex system composed by
different transport networks, infrastructures, different transport means and
operators, such as dryage operators, terminal operators, network operators and
others. Intermodal means there are lots of decision makers who must work in a coordinated
manner for the system to run smoothly. If intermodal transport is to be
developed, it will require more decision-making support tools to assist the
decision-makers and stakeholders.
For example, the operational level involves the day-to-day
management decisions about the load order of trains and barges, redistribution
of railcars or push barges and load units. The fleet comprises of load units.
The assignment of a set of trailers and containers to the available flatcars
that can move the equipment is a classic problem in this space. Routing
involves a lot more than that. While the
minimum cost path algorithm was common to road network, in this case, the
routing decision is a mere modal choice problem for specific trajectories
between beginning and end points and involving specific freight volumes and
specific time constraints.
Container transportation is a major component of intermodal
transportation carried out by a combination of truck, rail and ocean shipping.
Fleet management covers the whole range
of planning and management issues from procurement of power units and vehicles
to vehicle dispatch and scheduling of crews and maintenance operations. But
rail transport is characterized by different kinds of trains travelling on the
network and the subdivision of resources between passenger and freight trains.
The train scheduling and routing must consider their timetables.
When train operations are perturbed, a new conflict free
timetable must be recomputed such that the deviation from the original must be
minimized. This scheduling problem is modeled with an alternative graph
formulation and a branch and bound algorithm is developed. Some approaches use
an integrated framework which deals with signal layout optimization, train
scheduling optimization at microscopic level, and others.
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