Stress-Deformed State of a Packing Ring with Eccentric Holes
Currently, various variants of physical and geometrical non-linear calculation of anisotropic bodies have been developed. In spite of the large and increasing number of studies on the theory of shells there are still many unsufficiently developed problems important both in scientific and applied fie...
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2020-08-01
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Series: | Proceedings of the Latvian Academy of Sciences. Section B, Natural Sciences |
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Online Access: | https://doi.org/10.2478/prolas-2020-0044 |
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doaj-9c01e527db0b45d48acc3bba28eb394a2021-09-05T14:01:14ZengSciendoProceedings of the Latvian Academy of Sciences. Section B, Natural Sciences1407-009X2020-08-0174428729210.2478/prolas-2020-0044Stress-Deformed State of a Packing Ring with Eccentric HolesHasanov Ilman0Abbasov Ibrahim1Gurbanov Nurlan2Azerbaijan State Oil and Industry University,20 Azadlig Avenue, Baku, Az.1010, AzerbaijanAzerbaijan State Oil and Industry University,20 Azadlig Avenue, Baku, Az.1010, AzerbaijanAzerbaijan State Oil and Industry University,20 Azadlig Avenue, Baku, Az.1010, AzerbaijanCurrently, various variants of physical and geometrical non-linear calculation of anisotropic bodies have been developed. In spite of the large and increasing number of studies on the theory of shells there are still many unsufficiently developed problems important both in scientific and applied fields, for example, development of practically convenient methods for calculating of anisotropic sealing composite materials weakened by eccentric holes under the influence of local loadings. Stress-deformed state of a packing ring with eccentric holes of sealing materials was studied. In composite materials, the Hooke’s equation was used for this purpose. Also, using Lurie’s symbolic method, the concrete solution of the sealing problem with eccentric holes was obtained.https://doi.org/10.2478/prolas-2020-0044eccentricitypacking ringstressdeformationmethod of initial functionstress tensor componentslurie’s methoddimensionless geometric parameter |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Hasanov Ilman Abbasov Ibrahim Gurbanov Nurlan |
spellingShingle |
Hasanov Ilman Abbasov Ibrahim Gurbanov Nurlan Stress-Deformed State of a Packing Ring with Eccentric Holes Proceedings of the Latvian Academy of Sciences. Section B, Natural Sciences eccentricity packing ring stress deformation method of initial function stress tensor components lurie’s method dimensionless geometric parameter |
author_facet |
Hasanov Ilman Abbasov Ibrahim Gurbanov Nurlan |
author_sort |
Hasanov Ilman |
title |
Stress-Deformed State of a Packing Ring with Eccentric Holes |
title_short |
Stress-Deformed State of a Packing Ring with Eccentric Holes |
title_full |
Stress-Deformed State of a Packing Ring with Eccentric Holes |
title_fullStr |
Stress-Deformed State of a Packing Ring with Eccentric Holes |
title_full_unstemmed |
Stress-Deformed State of a Packing Ring with Eccentric Holes |
title_sort |
stress-deformed state of a packing ring with eccentric holes |
publisher |
Sciendo |
series |
Proceedings of the Latvian Academy of Sciences. Section B, Natural Sciences |
issn |
1407-009X |
publishDate |
2020-08-01 |
description |
Currently, various variants of physical and geometrical non-linear calculation of anisotropic bodies have been developed. In spite of the large and increasing number of studies on the theory of shells there are still many unsufficiently developed problems important both in scientific and applied fields, for example, development of practically convenient methods for calculating of anisotropic sealing composite materials weakened by eccentric holes under the influence of local loadings. Stress-deformed state of a packing ring with eccentric holes of sealing materials was studied. In composite materials, the Hooke’s equation was used for this purpose. Also, using Lurie’s symbolic method, the concrete solution of the sealing problem with eccentric holes was obtained. |
topic |
eccentricity packing ring stress deformation method of initial function stress tensor components lurie’s method dimensionless geometric parameter |
url |
https://doi.org/10.2478/prolas-2020-0044 |
work_keys_str_mv |
AT hasanovilman stressdeformedstateofapackingringwitheccentricholes AT abbasovibrahim stressdeformedstateofapackingringwitheccentricholes AT gurbanovnurlan stressdeformedstateofapackingringwitheccentricholes |
_version_ |
1717810535133609984 |