Chiral Phase Transition in Linear Sigma Model with Nonextensive Statistical Mechanics
A partir de la mecǹica estads̕tica no extensiva, en esta investigacin̤ se analiz ̤la transicin̤ de fase quiral a temperatura finita y potencial qum̕ico de barin̤ en el marco del modelo sigma lineal. Se caracteriz ̤la distribucin̤ no extensiva correspondiente, con base en la estads̕tica de Tsallis,...
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| Format: | Book |
| Language: | English |
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| Online Access: | Chiral Phase Transition in Linear Sigma Model with Nonextensive Statistical Mechanics |
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| 005 | 20201223000000.0 | ||
| 008 | 190313s2019 ck # g## #001 0#eng#d | ||
| 020 | |a 1687-7357 (versin̤ impresa); 1687-7365 (versin̤ electrn̤ica) | ||
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| 040 | |a CO-BoINGC | ||
| 041 | 0 | |a eng | |
| 245 | 1 | 0 | |a Chiral Phase Transition in Linear Sigma Model with Nonextensive Statistical Mechanics |
| 246 | |a Transicin̤ de fase quiral en un modelo sigma lineal con mecǹica estads̕tica no extensiva | ||
| 264 | |a Bogot ̀(Colombia) : |b Revista VirtualPRO, |c 2019 | ||
| 520 | 3 | |a A partir de la mecǹica estads̕tica no extensiva, en esta investigacin̤ se analiz ̤la transicin̤ de fase quiral a temperatura finita y potencial qum̕ico de barin̤ en el marco del modelo sigma lineal. Se caracteriz ̤la distribucin̤ no extensiva correspondiente, con base en la estads̕tica de Tsallis, mediante un parm̀etro no extensivo adimensional. Los resultados en caso usual Boltzmann-Gibbs se recuperan cuando 𝑞 → 1. | |
| 650 | \ | \ | |a Termodinm̀ica |
| 650 | \ | \ | |a Fs̕ica y teora̕ |
| 650 | \ | \ | |a Thermodynamics |
| 650 | \ | \ | |a Physical and theoretical |
| 650 | \ | \ | |a Termodinm̀ica |
| 650 | \ | \ | |a Termodinm̀ica estads̕tica |
| 650 | \ | \ | |a Mecǹica estads̕tica |
| 650 | \ | \ | |a Mecǹica estads̕tica no extensiva |
| 650 | \ | \ | |a Transicin̤ de fase quiral |
| 650 | \ | \ | |a Modelo sigma lineal |
| 650 | \ | \ | |a Diagrama de fases |
| 650 | \ | \ | |a Potencial qum̕ico |
| 650 | \ | \ | |a Thermodynamics |
| 650 | \ | \ | |a Statistical thermodynamics |
| 650 | \ | \ | |a Statistical mechanics |
| 650 | \ | \ | |a Nonextensive statistical mechanics |
| 650 | \ | \ | |a Chiral transition phase |
| 650 | \ | \ | |a Linear sigma model |
| 650 | \ | \ | |a Phase diagram |
| 650 | \ | \ | |a Chemical potential |
| 700 | \ | \ | |a Shen Ke-Ming |
| 700 | \ | \ | |a Zhang Hui |
| 700 | \ | \ | |a Hou De-Fu |
| 700 | \ | \ | |a Zhang Ben-Wei |
| 700 | \ | \ | |a Wang En-Ke |
| 700 | \ | \ | |a Hindawi Publishing Corporation |
| 856 | |z Chiral Phase Transition in Linear Sigma Model with Nonextensive Statistical Mechanics |u https://virtualpro.unach.elogim.com/biblioteca/transicion-de-fase-quiral-en-un-modelo-sigma-lineal-con-mecanica-estadistica-no-extensiva | ||