Magnetic materials as an environmentally friendly cooling and heating systems: Tuning magnetocaloric properties in the magnetic nanotubes

Year 2023, Volume: 8 Issue: 4, 601 - 618, 22.12.2023

Necda Çam , Ümit Akıncı

https://doi.org/10.58559/ijes.1353919

Abstract

The magnetocaloric properties - which is important for designing energy efficient and environment friendly heating and cooling systems- of the magnetic nanotube are constituted by arbitrary core spin values S_C and the shell spin values S_(S ) have been investigated by mean field approximation. Several quantities have been calculated during this investigation, such as isothermal magnetic entropy change, full width at half maximum value and the refrigerant capacity, in order to suggest more efficient heating and cooling. The variation of these quantities with the values of the spins and exchange interaction between the core and shell is determined. Besides, recently experimentally observed double peak behavior in the variation of the isothermal magnetic entropy change with the temperature is obtained for the nanotube.

Keywords

Magnetic refrigeration, Environment friendly cooling and heating systems, Energy efficiency, Refrigerant capacity

References

• [1] Warburg E. Magnetische untersuchungen. Annalen der Physik 1881; 249(5): 141-164.
• [2] Debye P. Some observations on magnetisation at a low temperature. Ann. Physik 1926; 81: 1154-1160.
• [3] Giauque WFA. Thermodynamic treatment of certain magnetic effects. A proposed method of producing temperatures considerably below 1 absolute. Journal of the American Chemical Society 1927; 49(8): 1864-1870.
• [4] Akhter S, Paul DP, Hoque SM, Hakim MA, Hudl M, Mathieu R, Nordblad P. Magnetic and magnetocaloric properties of 〖Cu〗_(1-x) x〖Fe〗_2 O_4 (x = 0.6, 0.7, 0.8) ferrites. Journal of Magnetism and Magnetic Materials 2014; 367: 75-80.
• [5] Chaudhary V, Maheswar Repaka DV, Chaturvedi A, Sridhar I, Ramanujan RV. Magnetocaloric properties and critical behavior of high relative cooling power FeNiB nanoparticles. Journal of Applied Physics 2014; 116(16).
• [6] Mello VD, Dantas AL, Carriço ADS. Magnetocaloric effect of thin Dy films. Solid State Communications 2006; 140(9-10): 447-351.
• [7] Medeiros Filho FC, Mello VD, Dantas AL, Sales FHS, Carriço AS. Giant magnetocaloric effect of thin Ho films. Journal of Applied Physics 2011; 109 : 07A914-2.
• [8] Kumaresavanji M, Sousa CT, Pires A, Pereira AM, Lopes AML, Araujo JP. Room temperature magnetocaloric effect and refrigerant capacitance in 〖La〗_0.7 〖Sr〗_0.3 〖MnO〗_3 nanotube arrays. Applied Physics Letters 2014; 105(8).
• [9] Kumaresavanji M, Sousa CT, Pires A, Pereira AM, Lopes AML, Araujo JP. Magnetocaloric effect in 〖La〗_0.7 〖Sr〗_0.3 〖MnO〗_3 nanotube arrays with broad working temperature span. Journal of Applied Physics 2015; 117(10).
• [10] Paul R, Paramanik T, Das K, Sen P, Satpati B, Das I. Magnetocaloric effect at cryogenic temperature in gadolinium oxide nanotubes. Journal of Magnetism and Magnetic Materials 2016; 417: 182-188.
• [11] Paul R, Sen P, Das I. Effect of morphology on the magnetic properties of 〖Gd〗_2 O_3nanotubes. Physica E: Low-dimensional Systems and Nanostructures 2016; 80: 149-154.
• [12] Prabhakaran T, Udayabhaskar R, Mangalaraja RV, Sahlevani SF, Freire RM, Denardin JC, Bakuzis AF. Probing the defect-induced magnetocaloric effect on ferrite/graphene functional nanocomposites and their magnetic hyperthermia. The Journal of Physical Chemistry C 2019; 123(42): 25844-25855.
• [13] Kaneyoshi T. Magnetic properties of a cylindrical Ising nanowire (or nanotube). Physica Status Solidi (b) 2011; 248(1): 250-258.
• [14] Akinci Ü. arXiv:1308.2511 [cond-mat.stat-mech] (2014).
• [15] Mendes RGB, Barreto FS, Santos JP. Thermodynamic states of the mixed spin 1/2 and spin 1 hexagonal nanotube system obtained from a eighteen-site cluster within an improved mean field approximation. Physica A: Statistical Mechanics and its Applications 2012; 505: 1186-1195.
• [16] Mendes RGB, Barreto FS, Santos JP. Magnetic properties of the mixed spin 1/2 and spin 1 hexagonal nanotube system: Monte Carlo simulation study. Journal of Magnetism and Magnetic Materials 2019; 471: 365- 369.
• [17] Boughrara M, Kerouad M, Zaim A. The phase diagrams and the magnetic properties of a ferrimagnetic mixed spin 1/2 and spin 1 Ising nanowire. Journal of Magnetism and Magnetic Materials 2014; 360: 222-228.
• [18] Boughrara M, Kerouad M, Zaim A. Phase diagrams of ferrimagnetic mixed spin 1/2 and spin 1 Ising nanowire with diluted surface. Physica A: Statistical Mechanics and its Applications 2015; 433: 59-65.
• [19] Oubelkacem A, Benhouria Y, Essaoudi I, Ainane A, Ahuja R. The magnetic properties and hysteresis behaviors of the mixed spin-(1/2, 1) Ferrimagnetic nanowire. Physica B: Condensed Matter 2018; 549: 82-86.
• [20] Masrour R, Jabar A. Monte Carlo study of magnetic and thermodynamic properties of a ferrimagnetic mixed-spin Ising nanotube with double (surface and core) walls. Europhysics Letters 2019; 128(4): 46002.
• [21] Liu Z, Ian H. Duality of two pairs of double-walled nanotubes consisting of S= 1 and S= 3/2 spins probed by means of a quantum simulation approach. Physica E: Low-dimensional Systems and Nanostructures 2017; 85: 82-89.
• [22] Feraoun A, Kerouad M. The mixed spin-(1, 3/2) Ising nanowire with core/inter-shell/outer-shell morphology. Applied Physics A 2018; 124: 1-9.
• [23] Taşkın F, Canko O, Erdinç A, Yıldırım AF. Thermal and magnetic properties of a nanotube with spin-1/2 core and spin-3/2 shell structure. Physica A: Statistical Mechanics and its Applications 2014; 407: 287-294.
• [24] Boughazi B, Boughrara M, Kerouad M. Phase diagrams and magnetic properties of ferrimagnetic mixed spin-12 and spin-32 Ising nanowire. Physica A: Statistical Mechanics and its Applications 2017; 465: 628-635.
• [25] Hachem N, Madani M, Lafhal A, El Antari A, Alrajhi A, El Bouziani M. Magnetic properties of a mixed spin-3/2 and spin-1/2 ising nanowire with nearest and next-nearest neighbour interactions. Journal of Superconductivity and Novel Magnetism 2018; 31: 2165-2172.
• [26] Alzate-Cardona JD, Barrero-Moreno MC, Restrepo-Parra E. Critical and compensation behavior of a mixed spin-5/2 and spin-3/2 Ising antiferromagnetic system in a core/shell nanowire. Journal of Physics: Condensed Matter 2017; 29(44): 445801.
• [27] Aharrouch R, El Kihel K, Madani M, Hachem N, Lafhal A, El Bouziani M. Magnetic properties and hysteresis behavior of a ferrimagnetic mixed spin-3/2 and spin-5/2 Ising nanowire. Multidiscipline Modeling in Materials and Structures 2020; 16(5): 1261-1276.
• [28] Masrour R, Jabar A, Benyoussef A, Hamedoun M, Bahmad L. Hysteresis and compensation behaviors of mixed spin-2 and spin-1 hexagonal Ising nanowire core–shell structure. Physica B: Condensed Matter 2015; 472: 19-24.
• [29] Balcerzak T. On the exact identities for Ising model with arbitrary spin. Journal of Magnetism and Magnetic Materials 2002; 246(1-2): 213-222.
• [30] Akıncı Ü. Effective field theory in larger clusters–Ising model. Journal of Magnetism and Magnetic Materials 2015; 386: 60-68.
• [31] Tishin AM, Spichkin YI. The magnetocaloric effect and its applications. Institute of Physics, 2003.
• [32] Gschneidner Jr K A, Pecharsky VK. Magnetocaloric materials. Annual Review of Materials Science 2000; 30(1): 387-429.
• [33] Yuan R, Lu P, Han H, Xue D, Chen A, Jia Q, Lookman T. Enhanced magnetocaloric performance in manganite bilayers. Journal of Applied Physics 2020; 127(15).
• [34] Szałowski K, Balcerzak T. The influence of interplanar coupling on the entropy and specific heat of the bilayer ferromagnet. Thin Solid Films 2013; 534: 546-552.
• [35] Xu P, Du A. Magnetization and isothermal magnetic entropy change of a mixed spin-1 and spin-2 Heisenberg superlattice. Physica B: Condensed Matter 2017; 521: 134-140.
• [36] Akıncı Ü, Yüksel , Vatansever E. Magnetocaloric properties of the spin-S (S≥ 1) Ising model on a honeycomb lattice. Physics Letters A 2018; 382(45): 3238-3243.