21 to 30 of 1,612 Results
May 11, 2026 -
Replication Data for: Shape Optimization of auxetic unit cells under dynamic loading in macroscopic components
Python Source Code - 7.2 KB -
MD5: 929dc5e4699320de49177d4f4f4f3f6d
|
May 11, 2026 -
Replication Data for: Shape Optimization of auxetic unit cells under dynamic loading in macroscopic components
Python Source Code - 7.3 KB -
MD5: a456e4261b1ca0e57afbe055a70d08f9
|
May 11, 2026 -
Replication Data for: Shape Optimization of auxetic unit cells under dynamic loading in macroscopic components
Python Source Code - 6.5 KB -
MD5: 0a75f8ae53df99a9dc0e33078dcd5749
|
May 11, 2026 -
Replication Data for: Shape Optimization of auxetic unit cells under dynamic loading in macroscopic components
Python Source Code - 2.6 KB -
MD5: 56830416beca7f860b3dd5d03cf1f186
|
PNG Image - 115.5 KB -
MD5: 8d3b7d3699470a5bfe3e6be3d8896555
Mesh of biaxial extension simulation |
PNG Image - 228.7 KB -
MD5: e430f704042b9d090f4e89a6e505b115
Mesh of confined compression simulation |
Adobe PDF - 413.4 KB -
MD5: b63353ba2129bc0350ac4ee7db75fa81
Boundary conditions (displacements ux, uy and uz; fluid pressure p) with mesh and cartilage zones of mechanical tests: (a) uniaxial extension, (b) confined compression and (c) biaxial extension. (d) Representation of through-thickness functions for six material parameters (cf. Table 1) as plot of normalized value vs. normalized tissue thickness z∗. |
PNG Image - 113.3 KB -
MD5: 7ce486e569cb54e96b9e127239dab42c
Mesh of uniaxial extension simulation |
PNG Image - 33.5 KB -
MD5: 2e1676157e10df11b4ead703918c087c
|
PNG Image - 23.1 KB -
MD5: 300048041ba6b63d9d60401528590cf7
|
