We consider acoustic wave propagation in periodic scaffolds perfused by Newtonian or inviscid fluids. To analyze the wave dispersion, two approaches are examined: the periodic homogenization (PH) and the Floquet-Bloch wave decomposition (FB). The dispersion analysis using the FB approach captures band gap behaviour. The PH-based analysis is pursued for viscous flows. Dispersion effects influenced by the fluid advection are illustrated for different fluids
Using Bloch waves to represent the full solution of Maxwell's equations in periodic media, we study ...
International audienceIn the context of mid-frequency elastodynamical analysis of periodic structure...
International audienceIn the context of mid-frequency elastodynamical analysis of periodic structure...
We consider acoustic wave propagation in periodic scaffolds perfused by Newtonian or inviscid fluids...
We consider acoustic wave propagation in periodic scaffolds saturated by inviscid fluid at rest. To ...
We consider acoustic wave propagation in periodic scaffolds saturated by inviscid fluid at rest. To ...
Acoustic waves in a slightly compressible fluid saturating porous periodic structure are studied usi...
This research is supported by project GACR 17-01618S and in part by the project LO1506 of the Czech ...
This research is supported by project GACR 17-01618S and in part by the project LO1506 of the Czech ...
Acoustic waves in a poroelastic medium with periodic structure are studied with respect to permanent...
Acoustic waves in a poroelastic medium with periodic structure are studied with respect to permanent...
Weconsiderfluid-saturatedporoelasticmediawhosethemechanicalresponseisgovernedbytheBiotmodelrelevantt...
International audienceFloquet–Bloch theorem is widely applied for computing the dispersion propertie...
International audienceFloquet–Bloch theorem is widely applied for computing the dispersion propertie...
International audienceThe homogenization approach to wave propagation through saturated porous media...
Using Bloch waves to represent the full solution of Maxwell's equations in periodic media, we study ...
International audienceIn the context of mid-frequency elastodynamical analysis of periodic structure...
International audienceIn the context of mid-frequency elastodynamical analysis of periodic structure...
We consider acoustic wave propagation in periodic scaffolds perfused by Newtonian or inviscid fluids...
We consider acoustic wave propagation in periodic scaffolds saturated by inviscid fluid at rest. To ...
We consider acoustic wave propagation in periodic scaffolds saturated by inviscid fluid at rest. To ...
Acoustic waves in a slightly compressible fluid saturating porous periodic structure are studied usi...
This research is supported by project GACR 17-01618S and in part by the project LO1506 of the Czech ...
This research is supported by project GACR 17-01618S and in part by the project LO1506 of the Czech ...
Acoustic waves in a poroelastic medium with periodic structure are studied with respect to permanent...
Acoustic waves in a poroelastic medium with periodic structure are studied with respect to permanent...
Weconsiderfluid-saturatedporoelasticmediawhosethemechanicalresponseisgovernedbytheBiotmodelrelevantt...
International audienceFloquet–Bloch theorem is widely applied for computing the dispersion propertie...
International audienceFloquet–Bloch theorem is widely applied for computing the dispersion propertie...
International audienceThe homogenization approach to wave propagation through saturated porous media...
Using Bloch waves to represent the full solution of Maxwell's equations in periodic media, we study ...
International audienceIn the context of mid-frequency elastodynamical analysis of periodic structure...
International audienceIn the context of mid-frequency elastodynamical analysis of periodic structure...