View Full Version : model curve-fit of mechanical properties from indentation testing

01-12-2007, 12:46 AM
I am a student doing my masters thesis at the Beth Israel Deaconess
Medical Center in Boston, USA. I have to do some indentation testing on
the outer part of intervertebral discs, the Annulus Fibrosus. It is a
fibrous soft tissue. The samples are composed of single lamellae, which
are between 0.4 and 1 mm thick. The aim is to get the mechanical
properties (Youn's modulus, Poisson's ratio and permeability) from a
stress-relaxation test. Usually, one uses a non-linear elastic biphasic model to
describe the behavior of the Annulus Fibrosus (Ateshian et al., 1997, J
Biomechanics; Perie et al., 2006, Annals of Biomedical Engineering).
The permeability k of the tissue is given by: dsigma/depsilon * d2u/dz2 =
epsilon/k * du/dt, where sigma is the stress, epsilon the stretch, u
the displacement, z the vertical coordinate and t the time. My problem
and question is 1) how to compute the d2u/dz2 term when one does a
stress-relaxation test. I found no explanation in the articles I have read
so far. Because the displacement equals the z coordinate I don't see how
this term is not equal to zero. Would anyone have an idea on how to
solve this? and 2) is the aggregate modulus, HA0, normally determined
under confined compression? or can it also be determined under non-confined

Thanks in advance.
Alexandre Sabben
Research Assistant
Beth Israel Deaconess Medical Center
Boston, MA, USA

Découvrez une nouvelle façon d'obtenir des réponses à toutes vos questions ! Profitez des connaissances, des opinions et des expériences des internautes sur Yahoo! Questions/Réponses.