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Institution research guide

Medical University of Innsbruck

The interdisciplinary Musculoskeletal Sciences PhD programme was initiated by Anatomy, Plastic Surgery and Orthopaedics and Traumatology. It applies mechanical and engineering principles to how musculoskeletal structures function and how function can be restored after trauma or degeneration.

2verified profiles
0open verified vacancies
Curateddoctoral-route depth
9 October 2026coverage review
Research strengths

Expertise represented by verified profiles

TraumaBiomechanics, Imaging & DevicesHand & Upper LimbOncology & Infection

These topics describe directory coverage, not the full research portfolio of the institution.

Programmes & faculty

Where doctoral candidates are registered

Faculty / host unit: Department of Orthopaedics and Traumatology, Medical University of Innsbruck. Doctoral training runs through the Innsbruck PhD School for Biomedical Sciences.

Programme names and host units come from official institution pages. Entry requirements, intakes and funding change; confirm them on the linked page before applying.

Doctoral route

How the formal pathway works

Admission route

Graduates with an MSc or MD apply to the PhD School for Biomedical Sciences using the published application forms, and open positions are listed separately. The programme lasts at least six semesters (180 ECTS), most of it thesis research.

Funding check

The programme page makes no funding statement. Check the PhD School's open positions and the university's PhD guide for employment and funding arrangements.

  1. 1

    Review open positions and the Musculoskeletal Sciences faculty list.

  2. 2

    Contact a programme faculty member about supervision.

  3. 3

    Submit the application using the PhD School's application forms.

Supervisors

Explore individual evidence

Vacancies

Current official calls

No open verified vacancy is currently matched to this institution. Check the institution’s official doctoral and careers pages before concluding that no opportunity exists.