Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass Variation
Eigen-frequencies (EF) of non–radial modes (NRM) of pulsations of differentially rotating (D R) and tidally distorted (T D) stellar models by considering the effect of mass variation (MV) on its equi-potentials surfaces inside a star. The method utilizes an averaging proposal of Kippenhahn and Thoma...
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International Journal of Mathematical, Engineering and Management Sciences
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doaj-acfa3d8861a64d8c964c23fb2f84e76d2021-10-06T17:20:05ZengInternational Journal of Mathematical, Engineering and Management SciencesInternational Journal of Mathematical, Engineering and Management Sciences2455-77492021-10-01651391140510.33889/IJMEMS.2021.6.5.084Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass VariationSeema Saini0Sunil Kumar1Vineet Bhatt2Pradeep Bedi3Department of Mathematics, Graphic Era Deemed to be University, Dehradun, Uttarakhand, IndiaDepartment of Mathematics, Graphic Era Hill University, Dehradun, Uttarakhand, IndiaDepartment of Mathematics, Chandigarh University, Mohali, Punjab, IndiaDepartment of Computer Science and Engineering, Lingaya's Vidyapeeth, Faridabad, Haryana, IndiaEigen-frequencies (EF) of non–radial modes (NRM) of pulsations of differentially rotating (D R) and tidally distorted (T D) stellar models by considering the effect of mass variation (MV) on its equi-potentials surfaces inside a star. The method utilizes an averaging proposal of Kippenhahn and Thomas (K and T) with conjunction of the concept of Roche-equipotential. The study accolades and corrects earlier studies of non-radial (NR) pulsations of DR and TD stellar structures of different natures such as radial and non-radial oscillations, X-ray, gamma ray and other electromagnetic disturbances. The reflection of the work comes from the requirements of the inclusion of non-uniform densities that yield Lane-Emden equation to have reliable results up to second order disturbances.https://www.ijmems.in/cms/storage/app/public/uploads/volumes/84-IJMEMS-21-0116-6-5-1391-1405-2021.pdfequipotential surfacenon- radial oscillationsdifferential rotationtidal distortionspolytropic modelsmass variation |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Seema Saini Sunil Kumar Vineet Bhatt Pradeep Bedi |
spellingShingle |
Seema Saini Sunil Kumar Vineet Bhatt Pradeep Bedi Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass Variation International Journal of Mathematical, Engineering and Management Sciences equipotential surface non- radial oscillations differential rotation tidal distortions polytropic models mass variation |
author_facet |
Seema Saini Sunil Kumar Vineet Bhatt Pradeep Bedi |
author_sort |
Seema Saini |
title |
Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass Variation |
title_short |
Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass Variation |
title_full |
Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass Variation |
title_fullStr |
Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass Variation |
title_full_unstemmed |
Non-Radial Pulsations of Distorted Stellar Structures: Effect of Mass Variation |
title_sort |
non-radial pulsations of distorted stellar structures: effect of mass variation |
publisher |
International Journal of Mathematical, Engineering and Management Sciences |
series |
International Journal of Mathematical, Engineering and Management Sciences |
issn |
2455-7749 |
publishDate |
2021-10-01 |
description |
Eigen-frequencies (EF) of non–radial modes (NRM) of pulsations of differentially rotating (D R) and tidally distorted (T D) stellar models by considering the effect of mass variation (MV) on its equi-potentials surfaces inside a star. The method utilizes an averaging proposal of Kippenhahn and Thomas (K and T) with conjunction of the concept of Roche-equipotential. The study accolades and corrects earlier studies of non-radial (NR) pulsations of DR and TD stellar structures of different natures such as radial and non-radial oscillations, X-ray, gamma ray and other electromagnetic disturbances. The reflection of the work comes from the requirements of the inclusion of non-uniform densities that yield Lane-Emden equation to have reliable results up to second order disturbances. |
topic |
equipotential surface non- radial oscillations differential rotation tidal distortions polytropic models mass variation |
url |
https://www.ijmems.in/cms/storage/app/public/uploads/volumes/84-IJMEMS-21-0116-6-5-1391-1405-2021.pdf |
work_keys_str_mv |
AT seemasaini nonradialpulsationsofdistortedstellarstructureseffectofmassvariation AT sunilkumar nonradialpulsationsofdistortedstellarstructureseffectofmassvariation AT vineetbhatt nonradialpulsationsofdistortedstellarstructureseffectofmassvariation AT pradeepbedi nonradialpulsationsofdistortedstellarstructureseffectofmassvariation |
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