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The bone tissue was modelled as a continuous piecewise homogeneous isotropic medium.
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The neural tissue was modeled as a rectangular slab with dimensions close to that of the embryonic mouse hindbrain-spinal cord preparation (length: 13 mm, width: 2 mm, height: 200 µm, see Figure 1.B3).
The concentration of active macrophages inside the LN which migrated from the tissue was modeled by (5).
Bone tissue was modeled as an isotropic, linear elastic material with a Young's modulus of 15 GPa and a Poisson's ratio of 0.3.
The submucosa tissue was modeled as a suspension of large collagen spheres (r = 1.75 µm), at 50% volume fraction in physiological liquid (MFP = 19.69 µm, m = 1.38/1.36, h 2 = 0.7 mm).
The preconditioned tissue is modeled as an isotropic composite of a hyperelastic component and a dissipative (inelastic) component.
The muscle tissue is modeled by using a cube (dimensions 150 × 150 × 280 mm3) with the dielectric properties of human muscle tissue.
The tissue is modeled as a bidomain: two regions intracellular and extracellular that occupy the same volume along with the membrane that separates them.
In this paper, the elastic properties of a 2-D woven hierarchical tissue are modeled, assuming the warp and fill yarns at level 0 as an orthotropic material.
To be biologically relevant, the most meaningful ratio of epithelial cells to fibroblasts depends on the lesion or tissue being modeled.
However, for the set of cells labeled in this work, the most salient features of the tissue were modeled directly in the scoring function (e.g. size for intestinal cells).
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