D
Doina Pisla
Researcher at Technical University of Cluj-Napoca
Publications - 195
Citations - 1410
Doina Pisla is an academic researcher from Technical University of Cluj-Napoca. The author has contributed to research in topics: Parallel manipulator & Robot. The author has an hindex of 16, co-authored 176 publications receiving 1001 citations.
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Book ChapterDOI
On the Kinematics of an Innovative Parallel Robot for Brachytherapy
TL;DR: The authors propose an innovative modular parallel structure which overcomes limitations, enabling the high accurate positioning of the BT needles in any parts of the patient’s body.
Book ChapterDOI
First Clinical Evaluation of a Spherical Robotic System for Shoulder Rehabilitation
Calin Vaida,Ionut Ulinici,Alexandru Banica,Alin Burz,Bogdan Gherman,Paul Tucan,Adrian Pisla,Giuseppe Carbone,Giuseppe Carbone,Doina Pisla +9 more
TL;DR: In this article, the authors presented the clinical assessment of a spherical robotic system for shoulder rehabilitation, ASPIRE, which was used for upper limb rehabilitation in 18 patients with different neuro-muscular disorders.
Book ChapterDOI
Design of a Mechanical Interface for a Cable-Driven Rehabilitation Device
TL;DR: This paper presents design of a mechanical interface for a cable-driven rehabilitation device in terms of conceptual design and stress simulation and tests its usefulness during rehabilitation exercises.
Journal ArticleDOI
On the flexible needle insertion into the human liver.
TL;DR: In this article, a flexible needle was used for intraoperative treatment of the liver tumors using Cosserat elasticity to describe the interaction between the needle and the human liver.
Book ChapterDOI
Motion Parameterization of Parallel Robots Used in Lower Limb Rehabilitation
Iosif Birlescu,Manfred L. Husty,Calin Vaida,Bogdan Gherman,Ionut Ulinici,Remus Bogateanu,Doina Pisla +6 more
TL;DR: The constraint equations for two parallel robots for lower limb rehabilitation are derived using a parameterization method where the mobile platform coordinates were eliminated and the constraints were computed with Groebner bases.