Внутрiшнi стани адронiв у релятивiстських системах вiдлiку
The internal state of an aggregate of a few bound particles and its transformation, when changing from the reference frame, where this combined particle is at rest, to a reference frame, where it moves relativistically, have been considered. It is supposed that the internal state of the combined par...
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| Date: | 2016 |
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Publishing house "Academperiodika"
2016
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ujp2-article-20190042021-06-30T15:52:17Z Internal States of Hadrons in Relativistic Reference Frames Внутрiшнi стани адронiв у релятивiстських системах вiдлiку Chudak, N. O. Merkotan, K. K. Ptashynskyy, D. A. Potiyenko, O. S. Deliyergiyev, M. A. Tikhonov, A. V. Sokhrannyi, G. O. Zharova, O. V. Berezovs’kyi, O. D. Voitenko, V. V. Volkotrub, Yu. V. Sharph, I. V. Rusov, V. D. адрони система вiдлiку зв’язанi стани кваркiв розсiяння адронiв перетворення стану hadrons reference frame bound states of quarks hadron scattering state transformation - The internal state of an aggregate of a few bound particles and its transformation, when changing from the reference frame, where this combined particle is at rest, to a reference frame, where it moves relativistically, have been considered. It is supposed that the internal state of the combined particle in its rest frame can be considered in the non-relativistic approximation. This internal state is shown to remain the same, when changing from one inertial reference frame to another one. In other words, a particle that is spherically symmetric in its rest frame does not change its form in any other reference frame and does not undergo the Lorentz contraction in the direction of motion of any reference frame with respect to the rest one. A possible application of the results obtained to describe the scattering of hadrons considered as bound states of quarks has been discussed. Розглянуто задачу про перетворення внутрiшнього стану частинки, яка є зв’язаним станом декiлькох частинок, з системи спокою складеної частинки в систему вiдлiку вiдносно якої вона є релятивiстською. При цьому вважається, що в системi спокою складеної частинки її внутрiшнiй стан можна розглядати в нерелятивiстському наближеннi. Показано, що цей внутрiшнiй стан не змiнюється при переходi з однiєї системи вiдлiку до iншої. Тобто сферично симетрична частинка в системi спокою залишається такою i в будь-якiй iншiй системi вiдлiку i не пiддається лоренцевому скороченню в напрямку руху довiльної системи вiдлiку вiдносно системи спокою. Обговорено можливе застосування результатiв роботи для опису процесiв розсiяння адронiв як зв’язаних станiв кваркiв. Publishing house "Academperiodika" 2016-12-15 Article Article Peer-reviewed Рецензована стаття application/pdf application/pdf https://ujp.bitp.kiev.ua/index.php/ujp/article/view/2019004 10.15407/ujpe61.12.1033 Ukrainian Journal of Physics; Vol. 61 No. 12 (2016); 1033 Український фізичний журнал; Том 61 № 12 (2016); 1033 2071-0194 2071-0186 10.15407/ujpe61.12 en uk https://ujp.bitp.kiev.ua/index.php/ujp/article/view/2019004/873 https://ujp.bitp.kiev.ua/index.php/ujp/article/view/2019004/874 Copyright (c) 2016 Bogolyubov Institute for Theoretical Physics, National Academy of Sciences of Ukraine |
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Ukrainian Journal of Physics |
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| datestamp_date |
2021-06-30T15:52:17Z |
| collection |
OJS |
| language |
English Ukrainian |
| topic |
адрони система вiдлiку зв’язанi стани кваркiв розсiяння адронiв перетворення стану |
| spellingShingle |
адрони система вiдлiку зв’язанi стани кваркiв розсiяння адронiв перетворення стану Chudak, N. O. Merkotan, K. K. Ptashynskyy, D. A. Potiyenko, O. S. Deliyergiyev, M. A. Tikhonov, A. V. Sokhrannyi, G. O. Zharova, O. V. Berezovs’kyi, O. D. Voitenko, V. V. Volkotrub, Yu. V. Sharph, I. V. Rusov, V. D. Внутрiшнi стани адронiв у релятивiстських системах вiдлiку |
| topic_facet |
адрони система вiдлiку зв’язанi стани кваркiв розсiяння адронiв перетворення стану hadrons reference frame bound states of quarks hadron scattering state transformation - |
| format |
Article |
| author |
Chudak, N. O. Merkotan, K. K. Ptashynskyy, D. A. Potiyenko, O. S. Deliyergiyev, M. A. Tikhonov, A. V. Sokhrannyi, G. O. Zharova, O. V. Berezovs’kyi, O. D. Voitenko, V. V. Volkotrub, Yu. V. Sharph, I. V. Rusov, V. D. |
| author_facet |
Chudak, N. O. Merkotan, K. K. Ptashynskyy, D. A. Potiyenko, O. S. Deliyergiyev, M. A. Tikhonov, A. V. Sokhrannyi, G. O. Zharova, O. V. Berezovs’kyi, O. D. Voitenko, V. V. Volkotrub, Yu. V. Sharph, I. V. Rusov, V. D. |
| author_sort |
Chudak, N. O. |
| title |
Внутрiшнi стани адронiв у релятивiстських системах вiдлiку |
| title_short |
Внутрiшнi стани адронiв у релятивiстських системах вiдлiку |
| title_full |
Внутрiшнi стани адронiв у релятивiстських системах вiдлiку |
| title_fullStr |
Внутрiшнi стани адронiв у релятивiстських системах вiдлiку |
| title_full_unstemmed |
Внутрiшнi стани адронiв у релятивiстських системах вiдлiку |
| title_sort |
внутрiшнi стани адронiв у релятивiстських системах вiдлiку |
| title_alt |
Internal States of Hadrons in Relativistic Reference Frames |
| description |
The internal state of an aggregate of a few bound particles and its transformation, when changing from the reference frame, where this combined particle is at rest, to a reference frame, where it moves relativistically, have been considered. It is supposed that the internal state of the combined particle in its rest frame can be considered in the non-relativistic approximation. This internal state is shown to remain the same, when changing from one inertial reference frame to another one. In other words, a particle that is spherically symmetric in its rest frame does not change its form in any other reference frame and does not undergo the Lorentz contraction in the direction of motion of any reference frame with respect to the rest one. A possible application of the results obtained to describe the scattering of hadrons considered as bound states of quarks has been discussed. |
| publisher |
Publishing house "Academperiodika" |
| publishDate |
2016 |
| url |
https://ujp.bitp.kiev.ua/index.php/ujp/article/view/2019004 |
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2025-10-02T01:15:33Z |
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2025-10-02T01:15:33Z |
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