Universitat Politècnica de Catalunya · BarcelonaTech

Bachelor's degree in Optics and Optometry

In the bachelor's degree in Optics and Optometry, you will study both medical and technology-related subjects, developing the knowledge and skills needed to diagnose, prevent and treat vision problems. In optics, you will receive the theoretical training needed to understand how images are formed by lenses, the fundamentals of optical instruments, and the causes of visual impairments, while your studies of optometry will allow you to develop the knowledge and skills needed to treat non-medical vision problems. 
Show full content
Hide full content
Duration
4 years
Study load
240 ECTS credits (including the bachelor's thesis). One credit is equivalent to a study load of 25-30 hours.
Delivery
Face-to-face
Fees and grants
Approximate fees per academic year: €2,551 (€3,826 for non-EU residents). Consult the public fees system based on income (grants and payment options).
Official degree
Recorded in the Ministry of Education's degree register
Places
90
Registration and enrolment
What are the requirements to enrol in a bachelor's degree course?
Legalisation of foreign documents
All documents issued in non-EU countries must be legalised and bear the corresponding apostille.

Eighth semester

  • CompulsoryECTS
  • OptionalECTS
  • ProjectECTS
Professional opportunities
  • Detection, diagnosis, prevention and treatment of visual health problems.
  • Adaptation of glasses and contact lenses.
  • Vision rehabilitation and consulting in vision care and ergonomics.
  • Measurement and diagnostic testing for surgery.
  • Medical-technical establishments related to optics.
  • Hospitals, health centres and primary care centres.
  • Ophthalmology centres and surgeries.
  • Optical industry: technical, commercial and management positions.
data:image/png;base64,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

Academic calendar
General academic calendar for bachelor’s, master’s and doctoral degrees courses
Academic regulations
Academic regulations for bachelor’s degree courses at the UPC
Language certification and credit recognition
Queries about language courses and certification
Location
Terrassa School of Optics and Optometry (FOOT) Terrassa School of Optics and Optometry (FOOT)

Print version

Request information