13.01.2013 Views

Integrated Biomaterials Science

Integrated Biomaterials Science

Integrated Biomaterials Science

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

Soft Tissue 349<br />

10.1.2. Mechanical Properties<br />

The constituents of soft tissue are organized into many different kinds<br />

of structures in order to perform in specific functions; as a result the<br />

mechanical properties are different. Collagen and elastin are organized so as<br />

to optimize mainly the strength and elasticity of the tissue while the ground<br />

substances (proteoglycans, water, hyaluronic acid, cells, etc.) are mostly<br />

responsible for the viscoelastic properties.<br />

10.1.2.1. Stress–Strain Properties<br />

All soft tissues present a peculiar behavior when they are tested in a<br />

uniaxial mode as a simple elongation at constant strain rate. The related<br />

diagrams of load versus elongation, for tensile rather than compressive test,<br />

show an upward concavity with an initial low modulus region (toe region)<br />

followed by a progressive increase in modulus up to a “linear” load–strain<br />

characteristic. The linear behavior held up to the failure of the tissue. The<br />

toe region is usually the physiological range in which the tissue normally<br />

functions, and generally depends on the composition of the ground substances<br />

and its interaction with collagen fibers and their orientation. For<br />

tendons and ligaments with parallel fiber, the toe region is less extended<br />

than the one obtained from a more random structure such as the skin. At<br />

the end of the toe region the collagen fibers begin to become straightened,<br />

resisting deformation and generating load up to failure (Viidik, 1980; Lanir,<br />

1978).<br />

This nonlinear behavior has been usually described with a fiberrecruitment<br />

model in which the progressive alignment of the collagen fibers<br />

along the direction of the load is modeled by several exponential constitutive<br />

equations (Kenedi et al., 1964):<br />

or (Ridge and Wright, 1964):<br />

The stress–strain behavior of intervertebral disc is best described by a<br />

cubic relationship (Skaggs et al., 1994; Ebara et al., 1996):

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!