Elastic-viscoplastic deformation models of salt rocks

Results of secondary creep tests for salt rock specimens were mathematically described. Elastic-viscoplastic modeling of viscous properties of salt rocks was based on elastoplastic models using a non-associated Mohr-Coulomb plastic flow and an associated volumetric yield criterion. In combination w...

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Main Authors: Alexander Baryakh, Andrey Tsayukov
Format: Article
Language:English
Published: Gruppo Italiano Frattura 2024-08-01
Series:Fracture and Structural Integrity
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Online Access:https://www.fracturae.com/index.php/fis/article/view/5113
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author Alexander Baryakh
Andrey Tsayukov
author_facet Alexander Baryakh
Andrey Tsayukov
author_sort Alexander Baryakh
collection DOAJ
description Results of secondary creep tests for salt rock specimens were mathematically described. Elastic-viscoplastic modeling of viscous properties of salt rocks was based on elastoplastic models using a non-associated Mohr-Coulomb plastic flow and an associated volumetric yield criterion. In combination with these models the one-parameter Bingham and Duvaut-Lions as well as the two-parameter Perzyna and Perić viscoplasticity laws were analyzed. It’s been found that all laws being considered reflect an increase in longitudinal deformation of salt specimens during creep. It should be noted though that the yield criteria combined with the Perić law are characterized by relatively simple, stable parametric support and acceptable description of steady-state creep. The use of viscoplastic deformation model makes it possible to point out the fracture regions formed during creep according to a specified strength criterion.
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series Fracture and Structural Integrity
spelling doaj-art-a569b16a05894171b5bee0400089aee82025-02-03T11:58:48ZengGruppo Italiano FratturaFracture and Structural Integrity1971-89932024-08-01187010.3221/IGF-ESIS.70.11Elastic-viscoplastic deformation models of salt rocksAlexander Baryakh0https://orcid.org/0000-0003-2737-6166Andrey Tsayukov1https://orcid.org/0000-0002-9982-4776Mining Institute of the Ural Branch of the Russian Academy of Sciences, RussiaMining Institute of the Ural Branch of the Russian Academy of Sciences, Russia Results of secondary creep tests for salt rock specimens were mathematically described. Elastic-viscoplastic modeling of viscous properties of salt rocks was based on elastoplastic models using a non-associated Mohr-Coulomb plastic flow and an associated volumetric yield criterion. In combination with these models the one-parameter Bingham and Duvaut-Lions as well as the two-parameter Perzyna and Perić viscoplasticity laws were analyzed. It’s been found that all laws being considered reflect an increase in longitudinal deformation of salt specimens during creep. It should be noted though that the yield criteria combined with the Perić law are characterized by relatively simple, stable parametric support and acceptable description of steady-state creep. The use of viscoplastic deformation model makes it possible to point out the fracture regions formed during creep according to a specified strength criterion. https://www.fracturae.com/index.php/fis/article/view/5113Salt rocksRib pillarsElastic-viscoplastic modelYield criteriaMathematical modeling
spellingShingle Alexander Baryakh
Andrey Tsayukov
Elastic-viscoplastic deformation models of salt rocks
Fracture and Structural Integrity
Salt rocks
Rib pillars
Elastic-viscoplastic model
Yield criteria
Mathematical modeling
title Elastic-viscoplastic deformation models of salt rocks
title_full Elastic-viscoplastic deformation models of salt rocks
title_fullStr Elastic-viscoplastic deformation models of salt rocks
title_full_unstemmed Elastic-viscoplastic deformation models of salt rocks
title_short Elastic-viscoplastic deformation models of salt rocks
title_sort elastic viscoplastic deformation models of salt rocks
topic Salt rocks
Rib pillars
Elastic-viscoplastic model
Yield criteria
Mathematical modeling
url https://www.fracturae.com/index.php/fis/article/view/5113
work_keys_str_mv AT alexanderbaryakh elasticviscoplasticdeformationmodelsofsaltrocks
AT andreytsayukov elasticviscoplasticdeformationmodelsofsaltrocks