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1 to 10 of 45 Results
Jan 30, 2025 - SFB1313: Project Area B01
Khurshid, Hamza; Polukhov, Elten; Keip, Marc-André, 2025, "Mixed variational formulation and finite-element implementation of second-order poro-elasticity: Datasets", https://doi.org/10.18419/DARUS-4485, DaRUS, V1
The datasets provided here are associated with our publication "Mixed variational formulation and finite-element implementation of second-order poro-elasticity". The main idea of the work is to develop a working model for second gradient poro-elasticity. This includes a mixed-variational formulation and finite-element formulation. The results are g...
Hierarchical Data Format - 441.4 KB - MD5: 0a28f536531bda27639a2f1aa0d235d5
Results for Terzaghi's quasi one-dimensional consolidation problem using the first-order formulation: The values of vertical strain, fluid mass content and pressure are given along the vertical central axis of the body at several values of the non-dimensional time during the consolidation process. The data corresponds to Fig. 4a,c,e in the paper.
Hierarchical Data Format - 592.7 KB - MD5: c53c179fd6195bcfb38f825a740650d1
Results for Terzaghi's quasi one-dimensional consolidation problem using the first-order formulation for a layered body: The values of vertical strain, fluid mass content and pressure are given along the vertical central axis of the body at several values of the non-dimensional time during the consolidation process. The data corresponds to Fig. 8a...
Hierarchical Data Format - 346.5 KB - MD5: a3f3aa54d544d45f2247ef614d608f9c
Results for the two-dimensional Mandel's problem using the first-order formulation for a layered body: The values of horizontal strain, fluid mass content and pressure are given along the horizontal central axis of the body at several values of the non-dimensional time during the consolidation process. The data corresponds to the Fig. 9a in the pap...
Hierarchical Data Format - 459.9 KB - MD5: 39d92f546c1e3a59ec843c576f69af4e
Results for the two-dimensional Mandel's problem using the first-order formulation: The values of horizontal strain, fluid mass content and pressure are given along the horizontal central axis of the body at several values of the non-dimensional time during the consolidation process. The data corresponds to Fig. 6a,c,e in the paper.
Hierarchical Data Format - 441.4 KB - MD5: 938705c355089d3f711a6a77e16a8412
Results for the two-dimensional modified Mandel's problem using the first-order formulation: The values of horizontal strain, fluid mass content and pressure are given along the horizontal central axis of the body at several values of the non-dimensional time during the consolidation process. The data corresponds to Fig. 14a,c,e in the paper.
Adobe PDF - 41.6 KB - MD5: 919cf80a23c311ff318f03bc30466443
Vertical strain profiles predicted by the first- and second-order models when applied to the layered version of Terzaghi’s consolidation problem. All values of non-dimensional time are scaled by a factor of 0.0001. These graphs are supplementary to Section 4.2.1 of the paper.
Adobe PDF - 42.5 KB - MD5: 5c4dcd12115864071f60514d0e4d2861
Fluid mass content profiles predicted by the first- and second-order models when applied to the layered version of Terzaghi’s consolidation problem. All values of non-dimensional time are scaled by a factor of 0.0001. These graphs are supplementary to Section 4.2.1 of the paper.
Adobe PDF - 27.9 KB - MD5: e4234b3bd620c97e8e88caa81c5a4d5c
Horizontal strain profiles predicted by the first- and second-order models when applied to the layered version of Mandel’s consolidation problem. The individual profiles refer to different points in time scaled by a factor of 0.0001. These graphs are supplementary to Section 4.2.2 of the paper.
Adobe PDF - 31.2 KB - MD5: a19f6034752d26ac4c4767a27c1531d0
Fluid mass content profiles predicted by the first- and second-order models when applied to the layered version of Mandel’s consolidation problem. The individual profiles refer to different points in time scaled by a factor of 0.0001. These graphs are supplementary to Section 4.2.2 of the paper.
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