Chapter 1: Introduction ................................................................................... 1
1.1 Research relevance and contributions ...................................................... 1
1.2 Thesis outline ........................................................................................... 5
Chapter 2: Literary review .............................................................................. 7
2.1 Simulation models for transport systems ................................................. 7
2.1.1 Delimitation of the study area ........................................................... 8
2.1.2 Zoning ................................................................................................ 8
2.1.3 Relevant infrastructures and services ............................................. 10
2.1.4 The supply model ............................................................................. 11
2.1.5 The demand model ........................................................................... 18
2.1.6 The assignment models .................................................................... 23
2.2 Rail simulation models ........................................................................... 29
2.3 Estimation techniques for travel demand flows ..................................... 42
2.4 Simulation algorithms ............................................................................ 51
2.5 Optimisation models for transport systems ............................................ 61
2.6 Rail optimisation models ........................................................................ 63
2.6.1. The timetabling phase .................................................................... 64
2.6.1.1 Dwell times estimation techniques ........................................... 68
2.6.2. The rescheduling problem .............................................................. 73
2.7 Optimisation algorithms ......................................................................... 83
2.8 Energy issues related to rail systems ...................................................... 95
Chapter 3: Proposed methodology for managing rail systems both in
ordinary and disruption conditions ............................................................ 104
3.1 Optimisation framework ....................................................................... 106
3.2 Basic simulation architecture ............................................................... 109
I
3.3 Extended simulation architecture ......................................................... 111
3.3.1 Stochastic simulation framework .................................................. 112
3.3.2 Decision support system for implementing energy saving strategies
................................................................................................................ 113
3.3.3 Modelling of the snowball effect ................................................... 121
3.3.4 Travel demand estimation ............................................................. 131
3.3.4.1 Analytical methodology for extending passenger counts ....... 133
3.3.4.2 A long-term evaluation of travel demand ............................... 140
3.4 Concluding remarks ............................................................................. 152
Chapter 4: Applications to real network contexts of the proposed approach
........................................................................................................................ 155
4.1 Case studies .......................................................................................... 155
4.2 Rescheduling applications .................................................................... 162
4.2.1 Evaluation of unconventional rescue strategies for managing
disruption conditions .............................................................................. 178
4.3 Energy saving policies applications ..................................................... 183
4.4 Planning tasks: estimation of dwell times as flow-dependent factors .. 189
4.4.1 A comparison between FIFO and RIFO queuing rules................. 202
4.5 Travel demand estimation applications ................................................ 210
4.5.1 Calibration and validation of space-time relations representative of
passenger flow data ................................................................................ 210
4.5.2 A cost-benefit analysis relative to the implementation of an innovative
signalling system in a regional context .................................................. 216
Chapter 5: Conclusion ................................................................................. 227
5.1 Resume of the main achievements ....................................................... 227
5.2 Research prospects ............................................................................... 229
II
Dissemination of the main research achievements .................................... 232
References ..................................................................................................... 234
III
C 1: I
HAPTER NTRODUCTION
1.1 Research relevance and contributions
The proposed research is situated in the field of design, management and
optimisation in railway network operations. Rail transport has in its favour several
specific features which make it a key factor in public transport management,
above all in high-density contexts. Indeed, such a system is environmentally
friendly (reduced pollutant emissions), high-performing (high travel speeds and
low values of headways), competitive (low unitary costs per seat-km or carried
passenger-km) and presents a high degree of adaptability to intermodality.
However, it manifests high vulnerability in the case of breakdowns. This occurs
because a faulty convoy cannot be easily overtaken and, sometimes, cannot be
easily removed from the line, especially in the case of isolated systems (i.e.
systems which are not integrated into an effective network) or when a breakdown
occurs on open tracks. Thus, re-establishing ordinary operational conditions may
require excessive amounts of time and, as a consequence, an inevitable increase
in inconvenience (user generalised cost) for passengers, who might decide to
abandon the system or, if already on board, to exclude the railway system from
their choice set for the future. It follows that developing appropriate techniques
and decision support tools for optimising rail system management, both in
ordinary and disruption conditions, would consent a clear influence of the modal
split in favour of public transport and, therefore, encourage an important reduction
in the externalities caused by the use of private transport, such as air and noise
pollution, traffic congestion and accidents, bringing clear benefits to the quality
of life for both transport users and non-users (i.e. individuals who are not system
users).
Managing to model such a complex context, based on numerous interactions
among the various components (i.e. infrastructure, signalling system, rolling stock
and timetables) is no mean feat. Moreover, in many cases, a fundamental element,
which is the inclusion of the modelling of travel demand features in the simulation
of railway operations, is neglected. Railway transport, just as any other transport
1
system, is not finalised to itself, but its task is to move people or goods around,
and, therefore, a realistic and accurate cost-benefit analysis cannot ignore involved
flows features. In particular, considering travel demand into the analysis
framework presents a two-sided effect.
Primarily, it leads to introduce elements such as convoy capacity constraints and
the assessment of dwell times as flow-dependent factors which make the
simulation as close as possible to the reality. Specifically, the former allows to
take into account the eventuality that not all passengers can board the first arriving
train, but only a part of them, due to overcrowded conditions, with a consequent
increase in waiting times. Due consideration of this factor is fundamental because,
if it were to be repeated, it would make a further contribution to passengers’
discontent. While, as regards the estimate of dwell times on the basis of flows, it
becomes fundamental in the planning phase. In fact, estimating dwell times as
fixed values, ideally equal for all runs and all stations, can induce differences
between actual and planned operations, with a subsequent deterioration in system
performance. Thus, neglecting these aspects, above all in crowded contexts, would
render the simulation distorted, both in terms of costs and benefits.
The second aspect, on the other hand, concerns the correct assessment of effects
of the strategies put in place, both in planning phases (strategic decisions such as
the realisation of a new infrastructure, the improvement of the current signalling
system or the purchasing of new rolling stock) and in operational phases
(operational decisions such as the definition of intervention strategies for
addressing disruption conditions). In fact, in the management of failures, to date,
there are operational procedures which are based on hypothetical times for
re-establishing ordinary conditions, estimated by the train driver or by the staff of
the operation centre, who, generally, tend to minimise the impact exclusively from
the company’s point of view (minimisation of operational costs), rather than from
the standpoint of passengers. Additionally, in the definition of intervention
strategies, passenger flow and its variation in time (different temporal intervals)
and space (different points in the railway network) are rarely considered. It
2
appears obvious, therefore, how the proposed re-examination of the dispatching
and rescheduling tasks in a passenger-orientated perspective, should be
accompanied by the development of estimation and forecasting techniques for
travel demand, aimed at correctly taking into account the peculiarities of the
railway system; as well as by the generation of ad-hoc tools designed to simulate
the behaviour of passengers in the various phases of the trip (turnstile access,
transfer from the turnstiles to the platform, waiting on platform, boarding and
alighting process, etc.).
The latest workstream in this present study concerns the analysis of the energy
problems associated to rail transport. This is closely linked to what has so far been
described. Indeed, in order to implement proper energy saving policies, it is, above
all, necessary to obtain a reliable estimate of the involved operational times
(recovery times, inversion times, buffer times, etc.). Moreover, as the adoption of
eco-driving strategies generates an increase in passenger travel times, with
everything that this involves, it is important to investigate the
trade-off between energy efficiency and increase in user generalised costs.
Within this framework, the present study aims at providing a DSS (Decision
Support System) for all phases of planning and management of rail transport
systems, from that of timetabling to dispatching and rescheduling, also
considering space-time travel demand variability as well as the definition of
suitable energy-saving policies, by adopting a passenger-orientated perspective.
Therefore, the provided contributions can be outlined as follows.
• Creating a dynamic database representing a decision-making tool for
assisting dispatchers in handling both ordinary and disruption conditions.
In particular, for each possible intervention strategy, related or not to a
specific failure event, such database provides the identification and the
quantification of relevant impacts on each part of the analysed system. In
this way, dispatchers can be fully aware of the consequences of their own
decisions and, thus, face the perturbed conditions in an appropriate
manner, never opting again for the non-intervention strategy; moreover,
3
response times can be made comparable with real-time rescheduling
approaches, without, however, the computational effort they require.
• Developing an analytical framework which allows an accurate estimation
of operational times within timetable as a support tool for the
implementation of eco-driving strategies. Indeed, such policies imply an
increase in travel times and, therefore, result feasible exclusively in the
event of extra time rates available, which have to be suitably designed
during the timetabling process.
• Defining a simulation-based methodology for computing dwell times as
flow-dependent factors, rather than as fixed values. This task is
fundamental in order to design a robust timetable, with a high degree of
resilience to delays, and grows in importance in overcrowded contexts.
Indeed, the dynamic interaction between rail service and passengers flows,
which occurs on the interface platform-train, gives rise to the so called
snowball effect: the number of passengers on the platform influences the
dwell times of trains at stations, which may cause delays; these, in turn,
produce an increase in headways which generates more passenger flows
on the platform providing a further extension of dwell times and, therefore,
additional delays. In particular, two different boarding behavioural
patterns (i.e. FIFO and RIFO) are modelled and compared in terms of
effects on rail service and passenger satisfaction.
• Customising travel demand estimation and forecasting techniques
proposed in the literature to the specific features of rail transport, related
to the discontinuous fruition in space and time which it offers. The
relevance of this lies in the fact that, each planning task, both in the case
of short and long term policies, requires an estimation of involved
passenger flows as input information.
1.2 Thesis outline
This section provides a brief foreword to each chapter of the presented work. 4
Chapter 2 is focused on the literary review of research fields of concern.
Specifically, the comprehensive nature of the proposed approach gives rise to the
necessity of investigating a wide range of operational issues related to planning
and management tasks in rail transport. Therefore, after a general analysis of
simulation and optimisation models adopted for transportation systems, a focus
on such techniques in the case of rail systems is provided. Additionally, both
simulation and optimisation algorithms are described. Moreover, the estimation
and forecasting techniques for travel demand are evaluated, with the aim of
adapting them to the peculiarities of rail systems. Finally, an analysis of the main
issues related to the application of energy savings policies in the rail field is given,
with a focus on the existing deep relationship between eco-driving strategies and
operational parameters within the planned timetable.
Chapter 3 describes the developed decision support tool which is based on suitable
simulation models, properly integrated into an optimisation layout. In particular,
it is possible to define a basic simulation structure which is improved and made
more accurate by means of the development of methodological frameworks
enabling the modelling of crucial operational factors, such as stochasticity of rail
operations, the interaction between rail service and travel demand as well as
energy saving issues. The adopted perspective is
passenger-centric which means that the goal is to improve service quality so as to
drive the modal split towards systems based on railway technology which is
sustainable and high-performing.
Chapter 4 aims at pointing out the effectiveness of the proposed methodology, by
applying it to real network contexts. In particular, most of the presented
applications are focused on metro systems which, generally, operate in
high-density conditions and, frequently, have to address overcrowded situations.
Therefore, in such circumstances, the necessity of properly modelling the
interaction between rail service and travel demand, as well as the need for ensuring
a certain service quality, grow in importance. The second case-study is
represented by a regional rail line, with the aim of showing the capacity of the
5
proposed approach of dealing with different network contexts. Clearly, the
differences between the two analysed systems have been duly taken into account.
Indeed, a metro service is affected by urban user flows, while a regional network
has to deal with extra-urban (i.e. rural) trips; moreover, the former are frequency-
based, while the latter operates according to specific departure/arrival times at
each station dictated by the planned timetable.
Finally, concluding remarks and research prospects are provided in chapter 5. 6
C 2: L R
HAPTER ITERARY EVIEW
The proposed framework for managing railway systems is characterised by a
simulation-optimisation integrated approach and, therefore, in this chapter both
simulation and optimisation models presented in the literature, with related
resolutions methods, are investigated. In particular, after an analysis concerning
transportation systems in general, a deepening of railway contexts is carried out.
Moreover, given the crucial role played in this work by the travel demand, related
estimation techniques are assessed with the aim of customising them to the railway
case. Finally, environmental issues relative to railway systems are described with
particular attention to energy saving strategies involving the design of eco-driving
profiles and the adjustment of operational times within the planned timetable.
2.1 Simulation models for transport systems
Transport systems are made up of physical and organisational elements which
interact with each other to produce transport opportunities and satisfy travel
demand which, in turn, is the result of the interactions among the various social
and economic activities localised in a specific area.
Mathematical models concerning transport systems aim at simulating the
interaction between demand flows and supply performance, both for existing
contexts (operational phase) and hypothetical ones (planning phase). Therefore,
such models, and the different techniques which they make use of, are
fundamental tools for the assessment and/or design of interventions concerning
physical (e.g. a new railway line) and/or functional elements (e.g. a new railway
timetable) of a transport system. According to the analysed context, the elements
considered relevant to the problem ar
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