Modeling the Effect of Thermal Field in Formation of Magnetic Flux Avalanches in Hard Superconductors
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  • 作者:N. D. Espinosa-Torres (1)
    J. F. J. Flores-Gracia (1)
    A. D. Hern谩ndez de la Luz (1)
    J. A. Luna-L贸pez (1)
    J. Mart铆nez-Ju谩rez (1)
    G. Flores-Carrasco (1)

    1. Centro de Investigaciones en Dispositivos Semiconductores
    ; ICUAP-BUAP ; 14 Sur y Avenida San Claudio ; C. U. Edificio 103C-D ; 72570 ; Puebla ; Pue ; M茅xico
  • 关键词:Avalanches ; Hard superconductor ; Critical current ; Magnesium diboride
  • 刊名:Journal of Superconductivity Incorporating Novel Magnetism
  • 出版年:2015
  • 出版时间:May 2015
  • 年:2015
  • 卷:28
  • 期:5
  • 页码:1507-1514
  • 全文大小:1,069 KB
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    2. Lee, J-Y, Lee, H-J, Jung, M-H, Lee, S-I, Choi, E-M, Kang, WN (2010) Magnetic instability of MgB2 thin film triggered by the various sweeping rates of an applied magnetic field. J. Appl. Phys. 107: pp. 013902 CrossRef
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    8. Romero-Salazar, C, Morales, F, Escudero, R, Dur谩n, A, Hern谩ndez-Flores, OA (2007) Phys. Rev. B 76: pp. 104521 CrossRef
    9. Nabialek, A, Chabanenko, V, Vasiliev, S, Rusakov, VF, Shushmakova, G, Szymczak, H (2008) J. Low Temp. Phys 153: pp. 155
    10. Chabanenko, VV, D鈥檡achenko, AI, Chabanenko, AV, Szymczak, H, Piechota, S, Nabialek, A (1998) J. App. Phys. 83: pp. 7324 CrossRef
    11. Chabanenko, VV, D鈥檡achenko, AI, Zalutskii, MV, Rusakov, VF, Szymczak, H, Piechota, S, Nabialek, AJ (2000) Appl. Phys 88: pp. 5875 CrossRef
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    15. Nabialek, A, Wisniewski, A, Chabanenko, VV, Vasiliev, SV, Tsvetkov, IV, P茅rez-Rodr铆guez, F (2012) Influence of crystal anisotropy on the critical state stability and flux jumps dynamics in a single crystal of La1.85Sr0.15CuO4. Supercond. Sci. Technol. 25: pp. 035005 CrossRef
    16. Johansen, TH (2001) Supercond. Sci. Technol. 14: pp. 726 CrossRef
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    23. Taylanov, N.A.: Magnetothermal instabilities in type II superconductors cond-mat.supr-con pages 1鈥?9. arXiv:1111.1416v1
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    27. Espinosa-Torres, N.D.: 鈥淎valanchas de Flujo Magn茅tico en Superconductores鈥?Tesis de Maestr铆a. Instituto de F铆sica 鈥淚ng Lu铆s Rivera Terrazas鈥? BUAP (2010)
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    29. Romero-Salazar, C., Hernandez-Flores, O.A.: Exploring solutions for Type-II superconductors in critical state. Revista Mexicana de F铆sica 59 pages 123鈥?30 (2013). http://www.scielo.org.mx/pdf/rmf/v59n2/v59n2a4.pdf
  • 刊物类别:Physics and Astronomy
  • 刊物主题:Physics
    Superconductivity, Superfluidity and Quantum Fluids
    Magnetism and Magnetic Materials
    Condensed Matter
    Characterization and Evaluation Materials
  • 出版者:Springer New York
  • ISSN:1557-1947
文摘
Magnetothermal instabilities are one of the uncharacteristic phenomena of interest in conventional type-II as well as in high-T c superconductors. Historically, some authors undertake to analyze the nature and origin of the magnetothermal instabilities of the critical state and flux jumps phenomena in superconductors in the light of theoretical and experimental results (Wipf, Phys. Rev. 161:404, 1967; Wipf, Cryogenics 31:936, 1992; Lee at al., J. Appl. Phys. 107:013902, 2010) [1, 2]. In contrast to previous reported works which had studied the magnetic flux avalanches in hard superconductors postulating an instability criterion, in this paper, we report the development of a theoretical model for describing the magnetization curves of type-II superconductors considering the fact that the jumps should arise naturally, i.e., without the need to impose a priori conditions of instability. The model developed is applied to make numerical calculations in order to get magnetization curves of MgB2 as well as to calculate and analyze the impact of changes in the thermal field and functions that describe the critical current. We investigate the effect of initial magnetic state on generation of magnetic flux avalanches. The initial state determines the evolution of the magnetization curves and their jumps. The results obtained with the application of this model allow us to reproduce the experimental conditions with greater accuracy than that achieved with models based on unstable conditions; further, the model predicts the impact of initial nonzero fields in the formation of avalanches.

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