New, more general interface conditions are required to couple free-flow and porous-medium systems since traditional coupling concepts provide reliable results for simplified cases only. Averaging theory is a powerful mathematical tool that can be applied to derive such conditions. The objectives of this project are to (i) derive new interface concepts for single- and multi-phase flow systems using averaging techniques, (ii) validate the newly developed interface conditions, and (iii) develop robust and efficient numerical methods for coupled flow problems.
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Unknown - 9.1 KB - MD5: 8c63beb0f3d38c8da76ca90608f74480
Code for computation of boundary layer constants M^{j,bl} for j=1,2.
Unknown - 7.2 KB - MD5: 7c3489392cf9c9267af3ea07ad2b4bbc
Code for computation of boundary layer constants N^{bl}, N_s^{bl}.
Plain Text - 292 B - MD5: 41f5c874a39379b64e5f99912ed94f70
Data
Boundary layer constants for circular solid inclusions with radius r=0.25. Results corresponding to the publication.
Plain Text - 287 B - MD5: 4f1c1b4edff920183315495e0c3c872b
Data
Boundary layer constants for elliptical solid inclusions. Results corresponding to the publication.
model/vnd.vtu - 1.6 MB - MD5: 4517a4e1745c03a21f31e3a598aeffed
Data
model/vnd.vtu - 1.6 MB - MD5: 3f33cc20193bc3a73a2742b00c484448
Data
model/vnd.vtu - 1.6 MB - MD5: dcaca60f3386f2f7b6b1ca83059d3548
Data
model/vnd.vtu - 1.6 MB - MD5: 493cde98f9044701ef73464349cec7bd
Data
model/vnd.vtu - 1.6 MB - MD5: 75a2d7cc9ac5b3cd87ed30919fa2a4cd
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