Abstract. We study heat flux avalanches occurring at the first order transition in La(Fe-MnSi)13-H1.65 magnetocaloric material. As the transition is associated to the phase boundaries motion that gives rise to the latent heat, we develop a non equilibrium thermodynamic model. By comparing the model with experimental calorimetry data available for Mn=0.18, we find the values of the intrinsic kinetic parameter RL, expressing the damping for the moving boundary interface, at different magnetic fields. We conclude that by increasing field, thus approaching the critical point, the avalanches increase in number and their kinetics is slowed down.
IntroductionThe kinetics underlying the first order ferromagnetic (FM) to paramagnetic (PM) transitions of La(Fe-Si) 13 and related magnetocaloric materials is still an open issue [1][2][3][4]. Novel aspects about this feature can be learnt by analyzing heat flux signals obtained through temperature scans at very low rates [5,6]. Indeed, the low scan rate allows to distinguish single heat flux avalanches associated to the microscopic individual processes occurring during the phase transition. Then, the characteristic times governing the behaviour of the avalanches are also those determining the kinetics of the transition. In particular, these indications may help to further improve the working frequency of magnetic refrigerators [1].We develop a model, based on the non equilibrium thermodynamic theory of linear systems [7], in which the kinetics of first order transitions is related to the FM-PM phase boundaries motion. The model allows to describe single heat flux avalanches through an intrinsic kinetic parameter R L relating the change in latent heat to the difference between the transition temperature T t and the sample temperature T s (Sec. 2). We use experimental data provided by Peltier calorimetry under magnetic field performed at 1 mK/s rate on LaFe 11.60 Mn 0.18 Si 1.22 -H 1.65 compounds [8]. In Sec. 3 we present the results of the comparison between the model and the experimental data, while in Sec. 4 we discuss them.