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  • We use the homogenized model of perfusion in the 3-compartment medium constituted by several transversely periodic layers, which enable us to approximate flow through different hierarchies of the porosity. A 3D layered structure can be replaced by a finite number of 2D homogenized layers coupled by conditions governing the fluid exchange between them. Each layer is assumed to have a locally periodic structure generated by the reference periodic cell. Using this cell, homogenized coefficients relevant to the macroscopic level can be calculated.
  • We use the homogenized model of perfusion in the 3-compartment medium constituted by several transversely periodic layers, which enable us to approximate flow through different hierarchies of the porosity. A 3D layered structure can be replaced by a finite number of 2D homogenized layers coupled by conditions governing the fluid exchange between them. Each layer is assumed to have a locally periodic structure generated by the reference periodic cell. Using this cell, homogenized coefficients relevant to the macroscopic level can be calculated. (en)
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  • Computational modeling of tissue perfusion using a two-scale model
  • Computational modeling of tissue perfusion using a two-scale model (en)
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  • Computational modeling of tissue perfusion using a two-scale model
  • Computational modeling of tissue perfusion using a two-scale model (en)
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  • RIV/49777513:23520/13:43920363!RIV14-MZ0-23520___
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  • RIV/49777513:23520/13:43920363
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  • perfusion, homogenization, multiscale modeling (en)
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  • [920EEC13AEB6]
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  • Lukeš, Vladimír
  • Rohan, Eduard
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  • 23520
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