The material properties of biphasic tissues are important for these tissues to fulfill their function. In this paper, it is presented how the elastic constants and hydraulic permeability of biphasic tissues can be determined using experimental data, finite element method and optimization. The biphasic theory, containing the constitutive law of the tissues, together with the mathematical formulation of the optimization algorithm is described. Sensitivity analysis, which plays a key role in this algorithm and is utilized to update the material properties, is explained in detail. The optimization algorithm is exemplified with confined compression and unconfined compression experimental configurations. It has been observed that the algorithm, depending also on the number and quality of the experimental data, can make the Young’s modulus and hydraulic permeability values converge to their actual values with a relatively small number of material updates in case of a linear elastic solid phase.
Primary Language | Turkish |
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Journal Section | Articles |
Authors | |
Publication Date | March 31, 2019 |
Published in Issue | Year 2019 Volume: 34 Issue: 1 |