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Page 2 of 9          Zhao et al. Microstructures 2023;3:2023022  https://dx.doi.org/10.20517/microstructures.2022.46

               INTRODUCTION
               Refrigeration technology is of great significance for both industry and everyday life. Current refrigeration
               systems are mostly based on conventional vapor compression technology. Although highly optimized in
               recent decades, they still have a considerable undesirable impact on the environment . Frequently used
                                                                                          [1]
               refrigerants have thousand-time stronger global warming potentials compared to CO . To achieve carbon
                                                                                         2
               neutrality, solid-state refrigeration technology based on the caloric effects of solids has been proposed as an
               alternative solution. Various phase transitions caused by some calorimeter materials under external fields
               are accompanied by huge latent heat, which can be utilized for cooling purposes through designated
               thermodynamic cycles. Magnetocaloric effects (MCEs) is one of the most studied caloric effects, which is
               usually linked to magnetic-field-induced first-order transitions. Barocaloric effects (BCEs), as the
               counterpart and extension of the (MCEs), is defined as the change in the isothermal entropy or adiabatic
               temperature of the material during the application or withdrawal of the external pressure field. Materials
               with first-order phase transition are more likely to be the most potential barocaloric effect materials due to
               the sensitivity of the lattice to pressure.


               Initially  observed  around  2,000 years,  BCEs  has  been  found  in  Pr La NiO   and  CeSb . Subsequent
                                                                                             [3]
                                                                                   [2]
                                                                          1-x
                                                                                  3
                                                                              x
               studies  of magneto-elastically  coupled  materials  for  MCEs  have  revealed  larger  BCEs,  such  as  in
               magnetic  shape memory  alloys  including  NiMnIn ,  La(Fe,Si) 13 [5,6] ,  Gd Si Ge ,  MnCoGe In 0.01 [8] ,
                                                              [4]
                                                                                       [7]
                                                                                   2
                                                                                      2
                                                                                                  0.99
                                                                                 5
               FeRh [9,10] , and  others. These materials exhibit a strong coupling between magnetic and lattice degrees of
               freedom. Usually, there is a magnetic phase with a larger volume and a magnetic phase with a smaller
               volume. The application of a sufficiently large hydrostatic pressure induces a change of the system from
               the large-volume to the small-volume phase, and simultaneously the magnetic phase transition takes place.
               Typically,  the  required  driving pressures  in  these  systems  are  as  high  as  several  hundred  MPa,  and  a
               comparable pressure-induced entropy change to that induced by a magnetic field can be obtained.
               In recent years, a great variety of materials have been reported with larger BCEs, such as AgI , organic-
                                                                                                [11]
                                                               [12]
               inorganic  hybrid  chalcogenide  [TPrA][Mn(dca) ] , ferroelectric  (NH ) SO 4 [13,14] , spin-crossover
                                                                                  4 2
                                                              3
               complexes [15-18] , and even natural rubber [19,20] . First-principles calculations also predicted sizable BCEs for
                                                                                        [23]
                                           [21]
               lithium-ion conductor materials , fluorine ion conductor materials , and graphene . In plastic crystals,
                                                                         [22]
               the extensive molecular orientation disorder in plastic crystals leads to huge entropy changes larger than
               100 J kg  K , and the driving pressures have been significantly reduced down to below 100 MPa, for which
                         -1
                      -1
               they are termed as colossal barocaloric effects [24-26] .
               Antiferromagnetic materials are effective in releasing their entropy change by pressure in addition to the
               magnetic field [10,27] , with remarkably reduced driving pressures, especially in frustrated antiferromagnets.
               Recent  research  has  found  that  larger  BCEs  are  observed  at  phase  transitions  from  frustrated
               antiferromagnetic (AFM) to paramagnetic states in nitrides (Mn GaN , Mn NiN ) with an anti-
                                                                                          [29]
                                                                                [28]
                                                                                      3
                                                                           3
               perovskite structure. This indicates that even small hydrostatic pressures (as low as 90 MPa in plastic
               crystals) can effectively act on the AFM system. In this work, we report on the barocaloric properties of
               Mn Pt  alloys at first-order phase transitions from low-temperature triangle-lattice frustrated to high-
                      1+x
                  3-x
               temperature colinear AFM states. The composition-dependent phase transition temperature (T) is about
                                                                                                 t
               331 K for the Mn Pt . The pressure-dependent calorimetric measurements suggest that entropy changes
                              2.82
                                  1.18
               are saturated at around 60 MPa.
               EXPERIMENTS
               Polycrystalline samples of Mn Pt  with different Mn contents (x = 0.04, 0.08, 0.1, and 0.18) were prepared
                                        3-x
                                            1+x
               by arc-melting the high-purity (99.9%) elements under an Ar atmosphere. The true composition was
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