HIGHLIGHTS
- who: Poroelasticity and collaborators from the a School of Mathematics and Statistics, University of Glasgow, Glasgow, UK have published the paper: (2023) A stabilized linear for anisotropic poroelastodynamics with application to cardiac, in the Journal: (JOURNAL)
- what: The authors propose a of a linear for nonlinear the approach is suitable for the implicit time integration of poroelastic formulations in which the solid skeleton is anisotropic and incompressible. In fact, for very small value of u03f5 u2248 0, the contribution introduced by p c is negligible if m + u03c60 u226b u03c6crit but becomes rapidly large as . . .
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