Zhenhua Wanga,
Erjun Guoa,
Changlong Tan*a,
Xiaohua Tian*a,
Wei Caib and
Jiachen Zhua
aCollege of Materials Science and Engineering, Harbin University of Science and Technology, Harbin 150080, China. E-mail: changlongtan@hrbust.edu.cn; xiaohuatian@hrbust.edu.cn
bSchool of Materials Science and Engineering, Harbin Institute of Technology, Harbin 150001, China
First published on 5th September 2017
Low temperature annealing (<500 °C) is the key to realizing the novel functionalities of Ni–Mn–Sn alloy thin film for applications in a micro-electro-mechanical systems (MEMS) drive. However, it is very difficult to realize the low temperature annealing of Ni–Mn–Sn thin films, which is limited due to substrate constraints. Herein we report the effects of low temperature annealing on the microstructure, martensitic transformation and exchange bias (EB) behavior of Ni51Mn36Sn13 free-standing alloy thin films. We find that low temperature annealing significantly increases the degree of ordering in the austenite phase, leading to an increase in the martensitic transformation temperature (TM) and the Curie temperature (TC) of the austenitic phase. More interestingly, a narrow thermal hysteresis and exchange bias effects can be observed in the Ni51Mn36Sn13 free-standing alloy thin films; EB field (HE) and coercivity (HC) increase with an increase in annealing temperature. When the annealing temperature of free-standing films is 673 K, the maximum HE and HC are 31.10 Oe and 129.64 Oe, respectively. Our work would enhance the material performance for low temperature annealing applications of Ni–Mn–Sn thin films in MEMS.
Unfortunately, very few reports focused on low temperature annealing effects on microstructure, martensitic transformation and magnetic properties of Ni–Mn–Sn alloy thin films. The low temperature annealing effects of the Ni–Mn–Sn thin films are limited due to the substrate constraints. This phenomenon occurs due to the elastic constraint set by the substrate, because of the lattice mismatch between the film and substrate.18–21 When the thin films are heated or annealed, atoms need more energy to against with the internal stress between the substrate and thin films, through the grain boundary and the height of the energy barrier corresponding to the grain boundaries.22,23 Thus, we suggest that the Ni–Mn–Sn free-standing alloy thin film could be annealed at a low temperature.24 Moreover, the MEMS applications of Ni–Mn–Sn free-standing alloy thin film, such as microcantilever beam and micropumps are highlighted. Thus, the purpose of this study is to investigate the effect of low temperature annealing on martensitic transformation and magnetic properties of Ni–Mn–Sn free-standing alloy thin films. The results show that the low temperature annealing not only significantly increases the degree of ordering in the austenite phase, but also increases both TM and TC of the austenitic phase. More interestingly, a narrow thermal hysteresis and EB effect of the Ni51Mn36Sn13 free-standing alloy thin films is obtained, which makes them potential candidates for microelectromechanical systems (MEMS) applications.
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Fig. 2 XRD patterns of Ni–Mn–Sn free-standing alloy thin films in as-deposited state and low temperature annealing at 373 K, 473 K, 573 K, and 673 K for 1 hour, each. |
In order to confirm the influence of annealing temperature on the composition, the composition of the films is determined by energy dispersive X-ray analysis. Analysis of the spectra after background subtraction and deconvolution of peaks confirm that the samples annealed at different temperatures have the same composition.
An analysis of the XRD pattern reveals that the lattice parameters of the free-standing alloy thin films in the as-deposited state and at annealing temperatures of 373, 473, 573, and 673 K are 5.890, and 5.906, 5.910, 5.919 and 5.924 Å, respectively. These values are close to those previously reported (5.925–5.972, 6.0 Å).12,13,27 The summary of these lattice parameters and crystal structure is given in Table 1.
Annealing temperature (K) | Lattice parameter | Grain size (nm) | ||||
---|---|---|---|---|---|---|
a (Å) | b (Å) | c (Å) | XRD along (220) peak | Atomic force microscopy | ||
Sample A | As-deposited | 5.890 | 5.890 | 5.890 | 3.2 | 15.8 |
Sample B | 373 | 5.906 | 5.906 | 5.906 | 4.1 | 21.9 |
Sample C | 473 | 5.910 | 5.910 | 5.910 | 4.3 | 29.5 |
Sample D | 573 | 5.919 | 5.919 | 5.919 | 7.2 | 45.3 |
Sample E | 673 | 5.924 | 5.924 | 5.924 | 8.9 | 53.5 |
In order to further confirm the mean grain size in the films, the grain size of the Ni51Mn36Sn13 free-standing thin films can be determined by the Scherrer's formula:28
D = kλ/β![]() ![]() |
According to Table 1, annealing temperatures from 373 to 673 K increase the grain size as a result of faster grain growth, which results in the reduction of grain boundaries that favour the formation of closed packed structure, leading to the development of strong (220) plane texture, consistent with the results of Fig. 2. However, the grain size and annealing temperature of Ni51Mn36Sn13 free-standing thin films are relatively small.13 The reason is that the crystallization activation energy of free-standing thin films is relatively low, i.e., the thin films could still be crystallized, when the annealing temperature is below 500 °C. Furthermore, when the thin films are not been restrained by the substrate, the atoms do not need more energy to against with the internal stress between the substrate and thin films, through the grain boundary and the height of the energy barrier corresponding to the grain boundaries. Therefore, the Ni51Mn36Sn13 free-standing thin films can be annealed at low temperatures with a relatively small grain size.
In order to further confirm the grain size in Ni–Mn–Sn free-standing alloy thin films, atomic force microscopy was carried out. Fig. 3 shows the surface morphology of the as-deposited and annealed Ni–Mn–Sn free-standing alloy thin films. It is clear from the images that the grain size increases with an increase in the annealing temperature, which is in agreement with the XRD results. The values of grain size are reported in Table 1. An important point to be noted is that the overall grain size shown by atomic force microscopy was much bigger than that calculated by XRD, which is ascribed to the fact that atomic force microscopy shows agglomeration of the grain size whereas XRD gives an average mean grain size.13 Thus, the XRD and atomic force microscopy data can be in agreement with the grain growth. This result indicates that the effect of annealing on grain growth is obvious.
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Fig. 3 AFM images for the surface morphology of Ni–Mn–Sn free-standing alloy thin films in as-deposited state and low temperature annealing at 373 K, 473 K, 573 K, and 673 K. |
Fig. 4(a)–(e) shows the temperature dependence of magnetization in the as-deposited and annealed Ni–Mn–Sn free-standing alloy thin films in FC and FH modes from 5 K to 400 K with a fixed magnetic field of 100 Oe. As can be observed from Fig. 4(a), the magnetization increases continuously with a decrease in temperature from 260 to 160 K below which it remains constant. It is clear that the signature of phase transformation between martensite and austenite phase is not observed in the as-deposited film. The grain size of as-deposited films is only 3.2 nm. Moreover, the hysteresis between FC and FH curves characteristic of first-order phase transformation is also not present as the FH curve retraces the FC curve, which further confirms the absence of phase transformation. The absence of phase transformation could be due to the very small grain size in as-deposited film causing large number of grain boundary interfaces and associated excess free volume. Vishnoi et al.13 indicate that the film-on-Si substrate of Ni50Mn35Sn15 sputtering film cannot develop the martensitic transformation, when grain size of the film is smaller than 4.6 nm. The large number of grain boundaries, which act as potential barriers separating the individual grains, limits such type of atomic movements, impose constraints on the growth of the martensite structure and confine the transformed volume fraction in the nanocrystalline structure.
As observed from Fig. 4(b)–(e), all the low temperature annealing of Ni–Mn–Sn free-standing alloy thin films, upon temperature variation, undergo a change of magnetization typical for the first order martensitic transition and at higher temperatures a second order ferromagnetic–paramagnetic transition at Curie temperature of austenite, both of which are frequently observed in these systems. With the increase in annealing temperature, both TM and TC of the austenitic phase increase significantly, the values of measurement of which were reported in Table 2. Furthermore, the magnetization of annealed films increases with an increase in the annealing temperature, as shown in the inset of Fig. 4(b)–(e). Evidently, the low temperature annealing leads to an increase in the degree of order of associated excess free volume, and the number of grain boundary interfaces reduces gradually while the grain size of the annealed free-standing alloy thin films enhances. However, we found that the FC and FH curves, characteristic of first-order phase transformation, almost overlap each other, and the increase in magnetization is very low, as shown in the inset of Fig. 4(b) and (c). This phenomenon could be due to the nucleation and growth of crystallization process of Ni–Mn–Sn free-standing alloy thin film.29,30 When the annealing temperature is below 473 K, the nucleation rate increases with the progress of annealing temperature, and Ni–Mn–Sn free-standing alloy thin film is transformed gradually from amorphous to crystalline. The atoms have more energy to overcome the activation energy barrier to nucleate at the beginning of the crystallization, and the degree of lattice order of films increases; however, the grain growth rate is relatively slow. Thus, the values of the grain size are relatively small, which are close to the grain size of the as-deposited film. Moreover, when the grain size is less than 4.3 nm, large amount of grain boundaries will promote the phase transformation since there are more defects, and the phase transformation is easier to occur there.31,32 This would facilitate the martensitic transformation and the reverse transformation, resulting in a narrow thermal hysteresis, as shown in inset of Fig. 4(b) and (c).
Transition temperatures (K) | Curie temperature (K) | Hysteresis width (K) | ||||
---|---|---|---|---|---|---|
Ms | Mf | As | Af | |||
Sample A | — | — | — | — | — | — |
Sample B | 104.9 | 53.9 | 57.2 | 108.1 | 127 | 3.2 |
Sample C | 112.6 | 70.4 | 73.9 | 116.3 | 143 | 3.7 |
Sample D | 183.4 | 123.5 | 129.1 | 190.1 | 210 | 6.7 |
Sample E | 205.7 | 157.9 | 165.8 | 213.4 | 260 | 7.9 |
From Fig. 4(d) and (e), the TM and thermal hysteresis of annealed film increase with increase in annealing temperature. When the annealing temperature is 573 K, the characteristic temperatures of structural transition obtained from FC and FH curves are Ms = 183.4 K, Mf = 123.5 K, As = 129.1 K and Af = 190.1 K, where Ms and Mf are martensite start and finish temperatures and As and Af are austenite start and finish temperatures, respectively. In addition, it is evident that the grain size of free-standing film reaches 7.2 nm, and the thermal hysteresis of transformation is 6.7 K. This phenomenon could be due to the grain growth of Ni–Mn–Sn free-standing alloy thin films. It is well known that thermal hysteresis in martensitic transformation originates from frictional energy in the interfacial movement during the shear process. When the grain size of annealed films increases with increase in annealing temperature, martensitic transformation and reverse transformation will increase the movement distance and energy dissipation. Thus, the thermal hysteresis increases with increase in grain size, which is consistent with Tian's result.33
Fig. 5(a)–(e) show the temperature dependence of magnetization in ZFC and FC with 100 Oe applied field to characterize the magnetic transitions for Ni–Mn–Sn free-standing alloy thin films. From Fig. 5(a), the ZFC and FC curves split is not obvious with further decrease in temperature. It could be due to larger disorder in structure, which would affect the mobility of the twin boundaries.34 However, with increase in annealing temperature, the ZFC and FC curves split, showing irreversible behaviour, and the splitting gets more enhanced with a decrease in temperature, as shown in the inset of Fig. 5(b)–(e). The splitting indicates the coexistence of antiferromagnetic (AFM) and ferromagnetic (FM) state exchange interaction in the film as reported for Ni50Mn50−xSnx system.35,36 As we all know, the AFM interaction in off-stoichiometric Ni–Mn–Sn is due to the AFM coupling between Mn atoms in the Mn sites and excess Mn atoms in the Sn sites.37,38 This could be conducive to the formation of a closed packed structure, which leads to increase in degree of AFM lattice order.
In order to confirm the occurrence of EB effect in our film, we measured magnetization hysteresis loops at T = 5 K and the low field range from −0.5 to 0.5T, shown in Fig. 6. The EB field (HE) and coercivity (HC) are calculated using HE = −(H1 + H2)/2 and HC = |H1 − H2|/2, where H1 and H2 are the left and right coercive fields at which the magnetization equals to zero, respectively. The values of HE and HC are reported in Table 3. It can be seen that the EB properties were found to be different in the as-deposited and low temperature annealed films. Inset of Fig. 6(b)–(e) clearly shows the magnified view of loop shift towards the negative field axis and a more pronounced shift at 5 K. This provides evidence of the existence of EB effect in these annealing films. Furthermore, the values of HE and HC increase with increase in annealing temperature. It can be explained by the unidirectional anisotropy produced by the AFM–FM coupling at the interface of two coupled phases.34,36 Increase in annealing temperature from 373 to 673 K increases grain size as a result of faster grain growth, which results in reduction of grain boundaries that favour the formation of closed packed structure, leading to an increase in the degree of AFM lattice order. The unidirectional anisotropy produced by the AFM increases with an increase in low temperature annealing. When the low cooling field is constant, the intensity of the AFM–FM coupling increases with increase in unidirectional anisotropy produced by the AFM. However, we find that the EB effect is not observed in the as-deposited free-standing films, as shown in the inset of Fig. 6(a). This phenomenon could be due to the absence of martensite. According to Fig. 4(a), there is no martensite (which is the phase that exhibits EB) present in this film. The corresponding variations of HE and HC are shown in Fig. 7. It is evident that both HE and HC increase with increase in annealing temperature. When the annealed temperature of free-standing films is 673 K, the maximum HE and HC are 31.10 Oe and 129.64 Oe, respectively. The increase in HE and HC could be attributed to the increase in AFM order with annealed temperature. AFM–FM coupling increases with increase in unidirectional anisotropy produced by the AFM.
Annealing temperature (K) | Exchange bias field HE (Oe) | Coercivity Hc (Oe) | |
---|---|---|---|
Sample A | As-deposited | — | 65.41 |
Sample B | 373 | 1.10 | 66.21 |
Sample C | 473 | 14.45 | 65.81 |
Sample D | 573 | 27.40 | 102.41 |
Sample E | 673 | 31.10 | 129.64 |
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