Railway Engineering - An Integral Approach, Certificate | Part time online | Delft University of Technology (TU Delft) | Netherlands
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Railway Engineering - An Integral Approach

1 months
Duration
Free
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Tuition fee
Anytime
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Start date

About

Have you ever wondered what it takes to get your train on the right platform at the scheduled time every day? The Railway Engineering - An Integral Approach programme is offered by the Delft University of Technology (TU Delft).  

Overview

Key facts

Understanding the complexity behind today's sophisticated railway systems will give you a better insight into how this safe and reliable transportation system works. We will show you the many factors which are involved and how multiple people, behind the scenes, have a daily task that enables you to get from home to work. Journey with us into the world of rail - a complex system that connects people, cities and countries.

The Railway Engineering - An Integral Approach programme is offered by the Delft University of Technology (TU Delft).  

Learning outcomes

Railway systems entail much more than a train and a track. They are based on advanced technical and operational solutions, dealing with continuously changing demands for more efficient transport for both passengers and freight every day. Each system consists of many components that must be properly integrated: from trains, tracks, stations, signaling and control systems, through monitoring, maintenance and the impact on cities, landscape and people. This integration is the big challenge and the source of many train delays, inconvenient connections and other issues that impact our society.

This engineering course attempts to tackle those issues by introducing you to a holistic approach to railway systems engineering. You will learn how the system components depend on each other to create a reliable, efficient and state-of-the-art network.

We will address questions such as:

  • How do railways work and how did they evolve over time?
  • What factors give rise to everyday issues?
  • How do different components of the railway system interact?
  • What is the effect of train stations and the network from an urban, social and economic point of view?
  • What can be done to improve the monitoring and maintenance of tracks?
  • How are timetables designed in a way that balances passenger demand with the capacity of the railway and is adaptable to handle unexpected disturbances?
  • What can be done to prevent and deal with disturbances caused by external factors and how do they affect the whole rail system?
  • How does the design of railways influence their performance over time?

Programme Structure

What you'll learn:

  • Identify the name and function of the main railway network components
  • Evaluate the influence that railways exert on their environment and vice versa
  • Explain the different methods of train control and their effect on timetabling and safety
  • Understand the effects and the internal and external factors of disturbances on railway operations
  • Identify the different methods of dealing with system degradation and the effects of interaction between the components
  • Explore the state-of-the-art and future developments of railway systems

Key information

Duration

  • Part-time
    • 1 months

Start dates & application deadlines

Language

English

Delivered

Online

Academic requirements

We are not aware of any specific GRE, GMAT or GPA grading score requirements for this programme.

English requirements

We are not aware of any English requirements for this programme.

Other requirements

General requirements

  • High school knowledge.

Tuition Fee

To always see correct tuition fees
  • International

    Free
    Tuition Fee
    Based on the tuition of 0 EUR for the full programme during 1 months.
  • EU/EEA

    Free
    Tuition Fee
    Based on the tuition of 0 EUR for the full programme during 1 months.

Free | Earn certificate for $99

Funding

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Railway Engineering - An Integral Approach
Delft University of Technology (TU Delft)
Railway Engineering - An Integral Approach
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Delft University of Technology (TU Delft)

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