Logistics Engineering (4 years)
SubjectLogistics, Engineering
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)
About the course
This 4-year, English-taught professional bachelor's programme prepares you for a career in the international logistics industry.
In the right time at the right place
- Can you manage warehouse inventories in an efficient manner?
- How does ketchup end up in the supermarkets?
- Will you be in charge of the logistics operations at an international sports event?
Logistics concerns organising and planning the flow of goods, information and people in the quickest manner possible for the lowest costs, and in which sustainability also plays a major role. In the Logistics Engineering programme, the focus lies on the technical and IT-driven aspects of logistics.
This programme focuses on competency-based learning. This means you will acquire the knowledge, skills and attitude required in your future career. Collaboration, communication and organisational skills are key. That is why you will regularly work on real-life projects together with fellow students.
Study programme
This programme takes 4 years to complete.
First year
In the first, you will gain foundational knowledge of the key areas in the logistics industry, from supply and purchasing management to law and transport management. In addition to lectures and seminars, you will complete projects, training sessions and group assignments. The excursion week is the highlight of the first year. You will experience first-hand how logistics is applied at different types of companies. Special attention will be paid to logistics in an international context.
Second year
In the second year, you will enjoy more freedom in your studies. You will expand your knowledge of logistics by becoming acquainted with intermodal transport, manufacturing systems and automation techniques. Additionally, at the end of the year, you will gain in-depth knowledge in the following areas:
- Supply management
- Production logistics
- Transport
- Warehousing
- Care logistics
- Event logistics
Third year
In the third year, working in professional practice and studying at Breda University of Applied Sciences are alternated.
You will go on a work placement twice for a period of three months each at a company of your choice. This could be a production company, trading enterprise, hospital or transport company.
For the work placement you can opt for a field connected to the theme you selected in the second year, or you can explore a completely different area. Examples of work placement assignments are:
- Improving the customer service at a transport company.
- Carrying out an analysis of a fleet of vehicles.
- Carrying out an analysis of the flows of goods or visitors.
- Setting up a purchasing plan.
- Designing the setup of a warehouse.
You are encouraged to complete your second work placement abroad.
In the term between the two work placements, you will be based at the university, building in-depth knowledge of supply chains, e-commerce and entrepreneurship.
Fourth year
At the start of the fourth year, you will take a minor. You can choose to specialise further in a subject area, or go beyond the limits of your current field by exploring a completely different subject.
In the second half of the fourth year, you will carry out a graduation assignment for a company or organisation with complex logistical flows, for example. Once again you can opt for sectors where you undertook your work placement in the third year or otherwise a totally different area of logistics.
Career Prospects
Graduates are equipped to fill a range of positions, such as production planner or distribution manager at (inter)national:
- transport companies
- production companies
- multinationals
- commercial enterprises
Please be aware of the fact that many graduates start at the bottom of the career ladder - in assistant positions - and work their way up to management positions.
How to apply
You will need three A Levels to apply to Breda University of Applied Sciences.
Candidates with BTECs in relevant subjects will also be considered.
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