Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media | Paper Citation Record

Observation e1624b13-81e5-4ae6-9d4c-d56ae5b55806 · outbound

This paper cites Abdulle and T.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Abdulle and T

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This paper cites Allaire, M.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Allaire, M

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This paper cites Allaire, A.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Allaire, A

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This paper cites Allaire and T.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Allaire and T

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media 3, 295–336

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Amrouche and M

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This paper cites Amstutz, S.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Amstutz, S

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Unresolved cited work

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This paper cites Audoly and C.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Audoly and C

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Observation 832882b0-5688-4f2f-926c-c1e504cebd7e · outbound

This paper cites Auffray, J.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Auffray, J

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This paper cites Auffray, Q.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Auffray, Q

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This paper cites Bacigalupo and L.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Bacigalupo and L

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Bakhvalov and G

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This paper cites Bensoussan, J.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Bensoussan, J

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Boutin,Microstructural effects in elastic composites, Int

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This paper cites Boutin and J.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Boutin and J

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This paper cites Brezis,Functional analysis, sobolev spaces and partial differential equations, Springer, 2011.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Brezis,Functional analysis, sobolev spaces and partial differential equations, Springer, 2011

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Cakoni, B

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This paper cites Calisti, A.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Calisti, A

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Unresolved cited work

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Observation a3bf6545-2b87-40c3-adb5-f4fc05e0ce5d · outbound

This paper cites Cioranescu and P.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Cioranescu and P

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This paper cites Cioranescu and J.

Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Cioranescu and J

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Cornaggia and C

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Cornaggia and B

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Cornaggia and B

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Cosserat and F

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Craster, S

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Unresolved cited work

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Dautray and J

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Unresolved cited work

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Dumontet,Study of a boundary layer problem in elastic composite materials, M2AN Math

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Durand, A

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media El Ouafa,Elastodynamic design and optimization of architectured materials, Ph.D

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Unresolved cited work

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media foundations and solids, Springer, 2012

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Fergoug, A

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Unresolved cited work

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Unresolved cited work

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Forest and K

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Fratzl and R

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Gambin and E

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Ganz and K

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Germain,The method of virtual power in continuum mechanics

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Geuzaine and J.-F

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Hu and C

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Laude,Phononic crystals, De Gruyter, 2015

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Lazar and G

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Lin and S

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Nazarenko, R

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media 5, 745–752

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Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media Poncelet, A

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