Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperature
In solid mechanics, there are various applications of non-local theories in wave propagation, size effects, surface effects, and understanding interactions of composite materials. There are certain parameters associated with rigid bodies like stress, angular speed, and displacement which show variat...
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| Format: | Article |
| Language: | English |
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University of Zielona Góra
2025-06-01
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| Series: | International Journal of Applied Mechanics and Engineering |
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| Online Access: | https://www.ijame-poland.com/Analysis-of-transitional-stresses-in-non-local-thermo-elastic-disc-under-steady-state,202710,0,2.html |
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| author | Praveen Ailawalia Ajay Bhiwal Jatinder Kaur Paweł Jurczak |
| author_facet | Praveen Ailawalia Ajay Bhiwal Jatinder Kaur Paweł Jurczak |
| author_sort | Praveen Ailawalia |
| collection | DOAJ |
| description | In solid mechanics, there are various applications of non-local theories in wave propagation, size effects, surface effects, and understanding interactions of composite materials. There are certain parameters associated with rigid bodies like stress, angular speed, and displacement which show variation with changes in temperature, thickness, density, and media. This study focuses on the evaluation of stresses, angular speed, and displacement that occur in elastic thin rotating discs. The use of local theories only investigates the effect of stress at a point that occurred due to strain at the same point. However using the non-local approach, the variation in the stresses at distant points in a material can be analyzed. This would be a significant work to understand the microstructural material characteristics. Hence this study focuses on providing a more accurate stress model for non-local thin rotating discs. The developed model for rubber, copper, and aluminum material discs is tested, to investigate the above parameters in non-local media. Further, the graphical analysis of angular speed, stresses, and displacement have been shown separately by taking k=0 and k≠0 in non-local media. |
| format | Article |
| id | doaj-art-3445b815032b4f81bb863a8b8ca8c10e |
| institution | DOAJ |
| issn | 1734-4492 2353-9003 |
| language | English |
| publishDate | 2025-06-01 |
| publisher | University of Zielona Góra |
| record_format | Article |
| series | International Journal of Applied Mechanics and Engineering |
| spelling | doaj-art-3445b815032b4f81bb863a8b8ca8c10e2025-08-20T02:39:34ZengUniversity of Zielona GóraInternational Journal of Applied Mechanics and Engineering1734-44922353-90032025-06-0130211910.59441/ijame/202710202710Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperaturePraveen Ailawalia0https://orcid.org/0000-0003-4381-6299Ajay Bhiwal1Jatinder Kaur2Paweł Jurczak3https://orcid.org/0000-0001-5821-2020Mathematics, Chandigarh University, IndiaMathematics, Chandigarh University, IndiaMathematics, Chandigarh University, IndiaInstitute of Mechanical Engineering, University of Zielona Gora,, PolandIn solid mechanics, there are various applications of non-local theories in wave propagation, size effects, surface effects, and understanding interactions of composite materials. There are certain parameters associated with rigid bodies like stress, angular speed, and displacement which show variation with changes in temperature, thickness, density, and media. This study focuses on the evaluation of stresses, angular speed, and displacement that occur in elastic thin rotating discs. The use of local theories only investigates the effect of stress at a point that occurred due to strain at the same point. However using the non-local approach, the variation in the stresses at distant points in a material can be analyzed. This would be a significant work to understand the microstructural material characteristics. Hence this study focuses on providing a more accurate stress model for non-local thin rotating discs. The developed model for rubber, copper, and aluminum material discs is tested, to investigate the above parameters in non-local media. Further, the graphical analysis of angular speed, stresses, and displacement have been shown separately by taking k=0 and k≠0 in non-local media.https://www.ijame-poland.com/Analysis-of-transitional-stresses-in-non-local-thermo-elastic-disc-under-steady-state,202710,0,2.htmlrotationdiscnon-local mediatemperature variationangular speed |
| spellingShingle | Praveen Ailawalia Ajay Bhiwal Jatinder Kaur Paweł Jurczak Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperature International Journal of Applied Mechanics and Engineering rotation disc non-local media temperature variation angular speed |
| title | Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperature |
| title_full | Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperature |
| title_fullStr | Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperature |
| title_full_unstemmed | Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperature |
| title_short | Analysis of transitional stresses in non-local thermo-elastic disc under steady state temperature |
| title_sort | analysis of transitional stresses in non local thermo elastic disc under steady state temperature |
| topic | rotation disc non-local media temperature variation angular speed |
| url | https://www.ijame-poland.com/Analysis-of-transitional-stresses-in-non-local-thermo-elastic-disc-under-steady-state,202710,0,2.html |
| work_keys_str_mv | AT praveenailawalia analysisoftransitionalstressesinnonlocalthermoelasticdiscundersteadystatetemperature AT ajaybhiwal analysisoftransitionalstressesinnonlocalthermoelasticdiscundersteadystatetemperature AT jatinderkaur analysisoftransitionalstressesinnonlocalthermoelasticdiscundersteadystatetemperature AT pawełjurczak analysisoftransitionalstressesinnonlocalthermoelasticdiscundersteadystatetemperature |