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There is a big open question in viscoelastic crack propagation in between the Schapery solution for viscoelastic cracks, and that of Nobel prize winner DeGennes and of Persson/Brener: would you like to join the challenge???
There is a big open question in viscoelastic crack propagation in between the Schapery solution for viscoelastic cracks, and that of Nobel prize winner DeGennes and of Persson/Brener: would you like to join the challenge???
See
https://www.researchgate.net/publication/347509125_A_challenge_to_resolv...
Anyone who solves this challenge would be really appreciated by the scientific community!!!
I attach the 3 papers by Schapery, that of DeGennes, and that of Persson-Brener. Also, some relevant literature on finite size effect (part III of Schapery when E0=0, but 2 different conflicting theories by Persson where in one case he obtains the same results, but without the singularity!!!!) --- what a mess.
prof. Mike Ciavarella
| Attachment | Size |
|---|---|
 A theory of crack Part I.pdf | 1.41 MB |
| A theory of crack Part II.pdf | 1.06 MB |
| A theory of crack Part III.pdf | 1.01 MB |
| degennes1996.pdf | 132.79 KB |
| persson-brener-visco-crack.pdf | 156 KB |
| Bradley1997_Article_ViscoelasticCreepCrackGrowthAR (1).pdf | 384.19 KB |
| viscocrack11.pdf | 284.04 KB |
| Persson-visco-finite-size-effects-nonsingular-Revised.Nov_.25.ViscoElasticCrackOpenClose.pdf | 192.84 KB |
| persson-review-visco-crack-2009.04936.pdf | 7.82 MB |
| persson-finite-system.pdf | 668.05 KB |
| wang2016.pdf | 1.45 MB |
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