Title :
Tibial Plateau Fracture: Mathematical Model to Correlate Agent Force Trauma
Author :
Ungurianu, Sorin
Author_Institution :
Fac. of Med. & Pharmacy, Emergy Hosp. Sf. Apostol Andei, Galati, Romania
Abstract :
The present paper, based on a bio-engineering application, intends to apply the mathematical model in the treatment and diagnosis of tibial plateau fractures. Therefore, we focused on the method of finite elements (MFE), which is the general method of solving differential equations with partial derivates that describe physical phenomena. The thus carried out mathematical simulation has revealed the different types of fracture as well as the durability of given mountings, outlining both their advantages and disadvantages.
Keywords :
biomechanics; biomedical engineering; diseases; finite element analysis; fracture; injuries; physiological models; agent force trauma; differential equations; method of finite elements; tibial plateau fracture; Bones; Fasteners; Finite element methods; Force; Knee; Mathematical model; Spline; Mathematical model; Tibial plateau fracture; ligament cruciat;
Conference_Titel :
Advanced Technologies for Enhancing Quality of Life (AT-EQUAL), 2010
Conference_Location :
Iasi
Print_ISBN :
978-1-4244-8842-1
DOI :
10.1109/ATEQUAL.2010.32
