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Metals 2013, 3(2), 225-236; doi:10.3390/met3020225
Published: 3 June 2013
Abstract: In order to investigate the Fe substituted effects on the magnetic properties of the Ni-Mn-Sn metamagnetic shape memory alloys, magnetization and the Mössbauer spectroscopy measurements were carried out with using 57Fe-doped specimens of Ni2Mn1.48−x57FexSn0.52 (x = 0.02, 0.04 and 0.08). Singlet-type Mössbauer spectra were clearly observed for x = 0.02 and 0.04 just below the martensitic transformation temperature, TM, and above the Curie temperature, TC, in the austenite phase. It was clear that the magnetic state in the martensite phase just below TM was paramagnetic for x = 0.02 and 0.04. In further doped 57Fe to Ni2Mn1.48Sn0.52, TC in the austenite phase slightly increased. However, the value of TM significantly decreased. As a result, martensite phase with small spontaneous magnetization directly transformed to the ferromagnetic austenite phase during heating for x = 0.08. These results obtained from the Mössbauer spectra were consistent with the results of the magnetic measurements in this study and the phase diagram reported by Fukushima et al. for normal Fe-doped Ni2Mn1.48−xFexSn0.52 alloys. The breakdown of the general rule, in which the ferromagnetic shape memory alloys with larger value of the valence electrons per atom, e/a, showed higher TM, was also appeared in Ni2Mn1.48−xFexSn0.52 alloys, being similar to Ni2Mn1−xFexGa alloys.
Ferromagnetic shape memory alloys (FSMAs) have become very attractive candidates for high performance magnetic actuator materials because they show a large magnetic-field-induced strain by the rearrangement of twin variants in the martensite phase [1,2]. Ni2MnGa has the cubic L21–type Heusler structure at room temperature, and orders ferromagnetically at the Curie temperature, TC, of 365 K. On cooling below a martensitic transformation temperature, TM, of about 200 K, a superstructure forms . A number of investigations on Ni-Mn-Ga FSMAs have been described in the literature because TC and TM can be tuned by changing the constituent elements of Ni, Mn and Ga. Many topics relating to the Ni-Mn-Ga FSMAs have been reviewed by Entel et al.  and Brown et al.  in recent articles.
In 2004, Sutou et al. found new series of FSMAs, such as Ni-Mn-Z (Z = In, Sn, Sb) alloys, which show a drastic change of magnetization due to the martensitic transformation, MT, in where the magnetization of the martensite phase is considerably smaller than that of the austenite phase . In contrast to the Ni-Mn-Ga FSMAs, where MT occurs from ferromagnetic austenite phase to ferrimagnetic martensite phase, the magnetization in the Ni-Mn-Z alloys drastically changes associated with the transformation because the magnetization is low in the martensite phase. The value of TM of Ni-Mn-Z alloys and its Co-substituted series is significantly decreased by applied magnetic field; therefore, the magnetic-field-induced reverse MT has been confirmed below TM [7,8,9]. Umetsu et al. have investigated Mössbauer spectroscopy in 57Fe-doped Ni2Mn1.48Sn0.52 and reported that the magnetic feature of the martensite phase just below the transformation temperature is paramagnetic . Subsequently, it has also been confirmed that the martensite phase of 57Fe substituted Ni2Mn1.392In0.608 is paramagnetic by Khovaylo et al. . These results became one of powerful key to clarify the mechanism of MT for these FSMAs.
Kikuchi et al. and Fukushima et al. have reported the phase diagrams of Ni2(Fe,Mn)Ga and Ni2(Fe,Mn)1.48Sn0.52 FSMAs, respectively [12,13]. Substitution of Fe for Mn has to be known to enhance the ductility of Ni-Mn-Ga and Ni-Mn-Sn alloys, and the way is significantly effective for the applications [14,15]. Furthermore, the phase diagrams of Ni2(Mn,Fe)Ga and Ni2(Mn,Fe)1.48Sn0.52 open question to behavior of the concentration dependence of TM because it has been thought that the variation of TM follows the general rule related to the number of the valence electrons. That is, TM increases with increasing the number of the valence electrons per atoms, e/a, [16,17]. There have been many reports on the variation of TM on e/a for many kinds of FSMAs, such as Ni-Mn-Ga, Ni-Mn-Z (Z = In, Sn, Sb), and their element doping systems [18,19,20,21]. In these systematic studies, it has been pointed out that the behavior of TM on e/a is different only for the Fe-doping system. Fe substitution for Mn in Ni2MnGa and Ni2Mn1.48Sn0.52 FSMAs increases e/a, however, TM decreases with increasing the Fe content in both Ni2MnGa and Ni2Mn1.48Sn0.52 FSMAs [11,12]. Clarifying the role of the Fe substitution in Ni-Mn-Ga and Ni-Mn-Sn FSMAs is very important from the both aspects of the applications and academics. In our previous study for the Mössbauer spectroscopy in 57Fe-doped Ni2Mn1.48Sn0.52, only 0.5 at.% of 57Fe was doped. In this study, we first establish that the magnetic properties of 57Fe doped Ni2Mn1.48Sn0.52 system follows the reported phase diagram for the normal Fe-doped system. Furthermore, we report the experimental results of Mössbauer spectroscopy measurements for Ni2Mn1.48Sn0.52 FSMA with various 57Fe contents. It is clear that information of this type is essential to an understanding of the mechanism of the magnetic-field-induced reverse MT observed on Ni-Mn-Sn FSMAs.
2. Experimental Section
Polycrystalline samples of Ni2Mn1.48−x57FexSn0.52 (x = 0.02, 0.04 and 0.08) alloys were prepared by repeated arc-melting of the appropriate quantities of the constituent elements in an argon atmosphere. To obtain the homogenized samples, the alloys were heated at 1123 K for 3 days and then quenched in water. Powder specimens were obtained by grinding and annealed at 1123 K for 2 min to remove the induced strain. The phase characterization of the specimens was confirmed by X-ray powder diffraction measurements with using Cu-Kα radiation. The dc magnetization measurements were carried out with using a commercial superconducting quantum interference device magnetometer. 57Fe Mössbauer spectroscopy measurements were carried out in the 80 to 312 K temperature range in transmission geometry using a conventional spectrometer with a 57Co-Rh source. Fittings with the obtained spectra were performed with MossWinn 3.0 program (Klencsár, Z.: Budapest, Hungary).
3. Results and Discussion
Figure 1 indicates phase diagram of Fe substituted Ni2Mn1.48−xFexSn0.52 alloys reported by Fukushima et al. . In the figure, A and M indicate the austenite and martensite phases, respectively, and TC and TC' indicate the Curie temperature, TC, of the austenite phase and the martensite phase, respectively. TMs means the martensitic transformation starting temperature during cooling process. TC slightly increases with increasing the Fe concentration, whereas TMs drastically decreases. In the figure, PM and FM mean paramagnetic and ferromagnetic states, respectively. It has been commonly thought that the martensitic transformation temperature, TM, is significantly sensitive to the concentration and the behavior is explained as a function of the number of the valence electrons per atoms, e/a, namely, TMs increases with increasing e/a [16,17]. The explanation has been known to be a general rule to indicate the behavior of TMs of the Ni-based FSMAs. However, it has been recently reported that this rule does not hold when Fe is substituted for Mn in Ni2MnGa [12,22,23]. Here, valence electrons of Fe is larger than that of Mn, thus, the Fe substitution for Mn means an increase of e/a. Such a break has also been observed in Ni-Mn-Sn alloys as shown in the Figure 1 . Again,the experimental facts throw a question of an origin of the martensitic transformation, MT. The dashed lines in the Figure mean the Fe composition of x = 0.02, 0.04 and 0.08, they are the 57Fe compositions that the Mössbauer spectroscopy measurements were performed in the present study in order to investigate the microscopic magnetic properties, where 57Fe is doped instead of the normal Fe element in the Ni2Mn1.48−xFexSn0.52 alloys.
Thermomagnetization (M-T) curves measured under the magnetic fields of 500 Oe and 10 kOe for 57Fe-doped Ni2Mn1.48−x57FexSn0.52 alloys with x = 0.02, 0.04 and 0.08 are indicated in Figure 2a–c, respectively. Here, M-T curve of x = 0.02 measured at 500 Oe is the same as the reported one . From the M-T curves, it is shown that the magnetic transformation from the ferromagnetic to paramagnetic state in the austenite phase and MT occurs at almost the same time for x = 0.02. The temperature difference between TC and TMs gradually expands with increasing 57Fe content, being similar to the behavior indicated in the phase diagram in the Figure 1. That is, it is confirmed that the 57Fe concentration dependence of TC and TMs follows the phase diagram of the normal Fe-doped Ni2Mn1.48−xFeSn0.5 system. The zero field-cooled (ZFC) and field-cooled (FC) M-T curves were measured during heating after the specimen was cooled down to low temperature in a zero applied magnetic field and during cooling in the applied magnetic field, respectively. In the all of the specimens for x = 0.02, 0.04 and 0.08, FC effects, that is, ZFC and FC curves do not coincide, are observed in low temperature range when the magnetic field is 500 Oe. Ti' is the temperature of the inflection point, and it is observed around 235 and 255 K for x = 0.02 and 0.04, respectively. In the phase diagram , although Ti’ is treated as a magnetic transition temperature from the ferromagnetic state to the paramagnetic state in the martensite phase, the existence of the long-rang ferromagnetic ordering in the martensite phase is controversial even now. It will be discussed later. The value of TC in the austenite phase, here TC is defined as the temperature with showing the largest negative slope in the cooling M-T curve, was determined to be 309, 311 and 315 K for x = 0.02, 0.04 and 0.08, respectively, indicating tiny increase with increasing 57Fe concentration. The values of TMs for x = 0.02, 0.04 and 0.08 confirmed by the M-T curves under 500 Oe are about 303, 300 and 220 K, respectively, being in good agreement with the phase diagram reported by Fukushima et al. .
The 57Fe Mössbauer spectra taken at 80, 199, 264, 293 and 312 K for x = 0.02 and x = 0.04 are shown in Figure 3a–e  and in Figure 4a–e, respectively. Here, the measurement was performed at fixed temperatures in the heating process from 80 to 312 K. Whole of the aspects of the spectra are similar in both compositions. The spectra at 80 K of x = 0.02 in Figure 3a and of x = 0.04 in Figure 4a show a broad sextet arising from the wide distribution of hyperfine fields and the spectra at 199 K of x = 0.02 in Figure 3b and of x = 0.04 in Figure 4b exhibit a considerably wide line intensity distribution around maximum absorption due to the presence of the internal magnetic fields, indicating the existence of magnetic components. It should be noted that the magnetization on ZFC process shows a clear increase with increasing temperature up to around 200 K, while the magnetization on FC process indicates relatively plateau-like behavior under 500 Oe. Recently, ac susceptibility studies were performed and it was concluded that the magnetic feature of the ground state of Ni2Mn1.54Sn0.46 alloy is magnetic blocking state because frequency dependence of the ac susceptibility is clearly observed, whereas no divergence in the non-linear term of the as susceptibility is observed . The magnetic properties of the ground state of the Ni2Mn1.54Sn0.46 alloy are different from that of the Ni2Mn1.6Sb0.4 alloy, which shows a negative peak in the non-linear ac susceptibility. On the basis of the experimental results, it was concluded that the magnetic ground state of the Ni2Mn1.6Sb0.4 alloy is spin-glass. Although the concentration of the specimens with x = 0.02 and 0.04 in this study are different from the Ni2Mn1.54Sn0.46 alloy, the magnetic ground state of the specimens with x = 0.02 and 0.04 may be the blocking state.
The spectra of 312 and 264 K in Figure 3c,d, in Figure 4c,d, are composed of a singlet with a narrow line width, while those at 293 K in Figure 3d and Figure 4d include a weak and broad sub-spectrum around the base of the sharp singlet, indicating the coexistence of magnetically ordered and disordered phases. From the M-T curves in Figure 2a,b, the specimens at 293 K for both x = 0.02 and x = 0.04 are seemed to be in a coexistent state with the martensite phase and the austenite phase. As shown in Figure 3c,e, and Figure 4c,e, both full widths at half maximum of the singlet spectra at 312 K and 264 K are almost equal in x = 0.02 and x = 0.04. The result means that the hyperfine field distribution of the spectrum taken from the nonmagnetic martensite phase at 264 K is almost the same as that from the paramagnetic austenite state at 312 K. It is strongly suggested that the martensite phase is paramagnetic in the temperature region just below TM, and the paramagnetic region also exists for the specimen with x = 0.04. The paramagnetic and the ferromagnetic components in the spectra at 293 K will be brought from the paramagnetic martensite and ferromagnetic austenite phases. On the other hand, the spectra at 199 K become broader and the spectra at 80 K suggest the existence of the hyperfine field. As mentioned above, the FC effect is observed in the low temperature region for the specimens with x = 0.02 and 0.04. Concluding the results of the ac susceptibility measurements for the Ni2Mn1.54Sn0.46 alloy , the magnetic state below Ti' would be blocking-state or spin glass-like state. Further study is needed to confirm whether the magnetically ordered state exists or not.
Figure 5a–e are 57Fe Mössbauer spectra and their fitting curves for x = 0.08 (Ni2Mn1.40Fe0.08Sn0.52) measured at 80, 212, 262, 293 and 326 K, respectively. Although the aspects of the spectra at the each temperature of the specimens with x = 0.02 and 0.04 are similar, the spectra for x = 0.08 seem to differ from them. Spectrum of the singlet type is observed at only 326 K and it is due to the paramagnetism of the austenite phase from the result of the M-T curves in the Figure 2c, in where TC is found to be about 315 K. On the other hand, sextet-like behavior is observed in the spectra measured at 262 and 293 K, and these are associated with the ferromagnetism in the austenite phase because the reverse TM is about 200 K for x = 0.08 (See the Figure 2c). The spectra at 80 K and 212 K are also very broad and exhibit a wide distribution of hyperfine field. A distinct feature of the spectra at 80 K is that this shows an almost symmetric pattern in spite of the existence of electric quadrupole interactions. The symmetric pattern of the spectra may be attributed to the blocking of iron moments in random directions to the axis of the electric field gradient.
The temperature dependences of the isomer shift, I.S., the quadrupole splitting, Q.S., and the absolute average value of the 57Fe hyperfine field, , obtained by fitting for 57Fe-doped Ni2Mn1.48−x57FexSn0.52 with x = 0.02, 0.04 and 0.08 are shown in Figure 6a–c. The I.S. shows monotonic decreases with increasing temperature for all specimens, and no composition dependence is observed. Because the I.S. relates to the position of the nuclei and the charge density, the monotonic behavior as a function of the temperature in this case is natural. In addition, concentration dependence of Q.S. is also not sensitive. In general, Q.S. reflects the symmetry of the crystal, with including the meaning of the magnetic configuration. The absolute values of Q.S. are comparatively small in the whole temperature range. It has been reported that the structure of the martensite phase of Ni2Mn1.44Fe0.04Sn0.52 is four-layered orthorhombic (4O) structure  and the symmetry of the crystal in the martensite phase becomes lower than that of the L21-type cubic structure in the austenite phase. Although the value of the Q.S. for x = 0.02 at 199 K is somewhat distributed, there is a trend that the absolute value of the Q.S. in the austenite phase may be slightly larger than those in the martensite phase. These behaviors, such as the monotonic decrease of I.S. with the temperature and slight change of the Q.S. between the martensite phase and austenite phase, have been also reported in 57Fe-doped Ni2Mn1−x57FexGa alloys . Such a comparatively small absolute values of the Q.S. in the martensite phase, even though the structure of the martensite phase has lower symmetry, would also be correlated to the magnetic state of the martenstite phase. It has been reported from the studies of the ac magnetic susceptibility that the magnetic state of Ni2Mn1.54Sn0.46 alloy in the martensite phase is blocking-state . This may mean that the magnetic configuration of the blocking-state, where the magnetic spins are frozen to direct randomly, is rather symmetric than the magnetic state of the certain magnetic ordering with low symmetric structure. As shown in Figure 6c, the values of at 80 K for all specimens are found to be about 15 T.
It has long been known that the hyperfine fields, Bhf, at Fe nuclei in a lot of kinds of alloys containing Fe atoms is roughly proportional to the magnetic moments of Fe atoms with the coupling constant of 15 T/μB. The values of at Fe nuclei for Ni2Mn1.48−xFexSn0.52 alloys in this study are much smaller than that expected from the coupling constant of 15 T/μB. Similar phenomena were observed in Ni2Mn1−xFexGa FSMAs . More recently, Umetsu et al. found from the neutron powder diffraction measurements that the magnetic moment of Fe atoms for Ni2Mn0.3Fe0.7Ga is about 3 μB . On the other hand, the values of in the temperature range above 200 K for x = 0.02 and 0.04 are very small compared to those of x = 0.08. It is not clear why the large difference of the values of for the specimens with x = 0.02, 0.04 and 0.08 appears above 200 K.
In this study, we confirmed that the magnetic state just below TM of the specimens with x = 0.02 and 0.04 is paramagnetic from the Mössbauer spectroscopy measurements. The magnetic-field-induced reverse MT observed in Ni-Mn-Sn FSMAs may be attributed to the large difference of magnetization between the paramagnetic martensite phase and the ferromagnetic austenite phase. In the Ni-Mn-Sn FSMAs, there is some information in the literature on the giant magnetocaloric effect [27,28]. The origin of the giant magnetocaloric effect would be caused by the large entropy change between the paramagnetic martensite phase and the ferromagnetic austenite phase. As mentioned above, the number of the valence electrons per atom, e/a, is closely related to TM: a large e/a indicates a higher TM. However, such a correlation breaks down for the Ni2Mn1.48−xFexSn0.52 and Ni2Mn1-xFexGa FSMAs . More detailed studies for the role of Fe atoms on the MT will be necessary to understand the mechanism of MT.
In order to investigate the Fe substitution effects on the magnetic properties of the Ni-Mn-Sn metamagnetic shape memory alloys, magnetic measurements and the Mössbauer spectroscopy experiments were carried out with using 57Fe-doped specimens of Ni2Mn1.48−x57FexSn0.52 (x = 0.02, 0.04 and 0.08). Singlet-type Mössbauer spectra were clearly observed for x = 0.02 and 0.04 just below the martensitic transformation temperature, TM, and above the Curie temperature, TC, in the austenite phase. It was clear that the paramagnetic region exists just below TM in the martensite phase for the specimens with x = 0.02 and 0.04. In Ni2Mn1.48-x57FexSn0.52, TC in the austenite phase slightly increases with increasing 57Fe content; however, TM significantly decreases. As a result, paramagnetic region is not observed in the martensite phase for x = 0.08, that is, martensite phase with small spontaneous magnetization directly transforms to the ferromagnetic austenite phase during heating. These results obtained from the Mössbauer spectra are consistent with the results of the magnetic measurements in this study and the phase diagram reported by Fukushima et al. for the normal Fe-doped Ni2Mn1.48−xFexSn0.52 alloys . As shown in the present results, the phase diagram for Ni2Mn1.48−xFexSn0.52 breaks down the general rule for TM versus the number of the valence electrons per atoms, e/a, which is common to the Ni2Mn1-xFexGa alloys. Investigations of the role of Fe atoms in the magnetic properties for Ni2MnGa and Ni-Mn-Sn FSMAs will be very important to clarify the mechanism of the martensitic transformation of these Ni-based ferromagnetic shape memory alloys.
The authors would like to thank H. Onodera for helpful discussion. This work was partly supported by a grant based on the High-Tech Research Center Program for private universities from the Japan Ministry of Education, Culture, Sports, Science and Technology (MEXT). This work was also partly supported by a Grant-in-Aid for Scientific Research, provided by the Japan Society for the Promotion of Science. Parts of this work were performed at the Center for Low Temperature Science, Institute for Materials Research, Tohoku University.
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