An Another Approach for Buckling Calculus of Dental Implant as a Bar on Elastic Environment by Transfer-Matrix Method (TMM)
Keywords:
dental implant, elastic environment, state vector, Transfer-MatrixAbstract
Applications in orthodontics of mathematical approach for dental implants are in full development, due to the rapid evolution in computerization of all medicine branches. In this paper we present a work in which we consider the dental implant as a bar on elastic environment, one-end of bar embedded and other end as a guided joint, with an axial compression force P at the joint end. That is an original idea to assimilate the dental implant as a bar embedded in an elastic environment. The bone is assimilated as an elastic environment. We used the Transfer-Matrix Method, because is very easy to program and so, we can obtain instant results with quick application in practice, even in situ. This work with this approach will serve for future research about dental implants, for optimization forms of implants.
Downloads
Published
Issue
Section
License
Terms and conditions of Creative Commons Attribution 4.0 International License apply to all published manuscripts. This Journal is licensed under a Creative Commons Attribution 4.0 International License. This licence allows authors to use all articles, data sets, graphics and appendices in data mining applications, search engines, web sites, blogs and other platforms by providing appropriate reference. The journal allows the author(s) to hold the copyright without restrictions and will retain publishing rights without restrictions.
A competing interest exists when professional judgment concerning the validity of research is influenced by a secondary interest, such as financial gain. We require that our authors reveal all possible conflicts of interest in their submitted manuscripts.
The Editor reserves the right to shorten and adjust texts. Significant changes in the text will be agreed with the Authors.
ISSN 
