PhD Position in Physics and Astronomy at Ghent University, 2012 Belgium
Description
The aim of this PhD project is development of a detailed biophysical model which
integrates description of the electrical and mechanical function of the human heart from the cellular to the whole
organ level.Electromechanical modelling of the heart is one of the latest trends in cardiac modelling. It is widely believed that such models will provide new important insights in the mechanisms of sudden cardiac death which is the leading cause of mortality in the industrialized world. In our group we have preliminary results on anatomical electromechanical modelling of the heart (Proc. Natl. Acad. Sci. USA, v.104,p.7922-7926, 2007; Am J Physiol., Heart Circ Physiol.,v.299,p.H134- 43,2010). Aim of this project is to put all to a more solid basis in collaboration with the Bioengineering Institute of Auckland University, New Zealand.
organ level.Electromechanical modelling of the heart is one of the latest trends in cardiac modelling. It is widely believed that such models will provide new important insights in the mechanisms of sudden cardiac death which is the leading cause of mortality in the industrialized world. In our group we have preliminary results on anatomical electromechanical modelling of the heart (Proc. Natl. Acad. Sci. USA, v.104,p.7922-7926, 2007; Am J Physiol., Heart Circ Physiol.,v.299,p.H134- 43,2010). Aim of this project is to put all to a more solid basis in collaboration with the Bioengineering Institute of Auckland University, New Zealand.
Scholarship Level
PhD
Funding Agency
Ghent University
Eligibility
We seek a motivated candidate with broad interest in biophysics, biomedical engineering, integrative computational and mathematical biology. Prior experience in cardiac modelling is an advantage, but not necessary.
Your work will include numerical integration of partial differential equations describing wave propagation in the heart and cardiac mechanics. Numerical methods used for integration of these equations are the finite difference and finite element methods.
Candidates who will obtain their degree in this academic year (2011 – 2012) are also encouraged to apply.
Application Method
By email or Post
Deadline
2012-09-30
0 comments:
Post a Comment