Materials Transactions, Vol. 49, No. 3 (2008) pp. 527 to 531 #2008 The Japan Institute of Metals Thermal and Magnetic Properties of Mechanically Alloyed fcc Cu-Fe Supersaturated Solid Solutions Jean-Claude Crivello1 , Tohru Nobuki1 and Toshiro Kuji2; * 1 2 School of High Technology for Human Welfare, Tokai University, Numazu 410-0395, Japan Courses of Materials Science and Chemistry Unified Graduate School, Tokai University, Numazu 410-0395, Japan Copper and iron are immiscible elements according to the equilibrium phase diagram, but they can form metastable phases by mechanical alloying process. In this present work, mixtures of Cu-Fe powders in the range 0, 12, 25 and 40 atomic% of Fe have been prepared by ball milling. The analysis of alloyed samples shows a single phase described in the fcc-Cu structure, except for the 40%-Fe compound, which presents the additional bcc-Fe phase. The study of microstructure and magnetic properties under thermal treatments suggests a decomposition of the metastable phase with increasing temperature. In the Cu-richer domain, the fcc cell parameter increases with increasing Fe content. This effect is explained from the fact that the ferromagnetic Fe phase is dispersed in the form of nanosized particles in the paramagnetic Cu matrix, in agreement with previous reports. [doi:10.2320/matertrans.MRA2007189] (Received August 2, 2007; Accepted December 25, 2007; Published February 20, 2008) Keywords: copper iron alloys, mechanical alloying, non-equilibrium compound, microstructure, thermal and magnetic properties 1. Introduction Cu-Fe alloys are expected to be high strength and high electric conductive materials.1) It is also indicated that these alloys exhibit giant magneto-resistance and other outstanding physical properties.2) But the applications associated to their great potentials are limited since Cu-Fe alloys cannot form stable phases: they are described in a peritectic system with a miscibility gap.3) According to the Miedema model,4) the enthalpy of mixing are largely positive (Hmix ’ þ13 kJ mol1 at 50–50 composition), in agreement with the values calculated recently with an empirical potential description.5) Mechanical alloying (MA), as for example the high energy ball milling (BM), was proved to be useful to synthesize various phases even with positive mixing enthalpy.6–8) It has been suggested that the energy stored in the large grain-boundary and interfacial surface areas serves as a driving force for alloy formation. In the early 1990’s, several groups reported the formation of metastable solid solutions in the Cu-Fe system by these techniques.9–12) It has been shown that the mechanical process reduces the crystalline size as the milling time increases. More recently, the Cu-Fe alloys properties were reviewed by several groups.13–15) Particularly, the magnetic properties of Cu-Fe have been studied extensively. It should be noticed that fcc-Cu supersaturated solid solutions with the intrusion of Fe atoms have a large magnetic moment comparable to bcc -Fe.9,16,17) Ino et al.18,19) concluded that the ferromagnetic state of the fcc Cu-Fe alloys is realized by the expansion of the lattice in accordance with the Bethe-Slater curve. In addition, Chien et al.20) have shown that the Curie temperature is very sensitive to the initial composition. Furthermore, the annealing of the MA specimens effects the decomposition of the solid solution into fcc-Cu and Fe.21) However, all the thermal and magnetic experiments were performed at temperatures lower than 400 C. *Corresponding author, E-mail: tkuji@urchin.fc.u-tokai.ac.jp The purpose of the present paper is to clarify the dependence of the alloy stability towards temperature and particularly according to its microstructure and magnetic properties. Measurements of Curie temperature for two samples Cu75 Fe25 and Cu60 Fe40 are presented with associated magnetization measurements above 400 C. 2. Experimental Details The alloys were prepared from mixtures of Cu and Fe powders (Kōjundo Chemical Lab., size < 150 mm, 99.9% purity). The milling was conducted with 20 h of BM alloying using a high energy Nisshin-Giken Super-Misuni NEV #8, under argon atmosphere and a rotation speed of 720 rpm. The vial and the balls were in zirconia. 14 balls (10 mm diameter) were used with the ball to powder weight ratio (BPR) of 10 : 1. After preparation of samples on the focused ions bean apparatus (Hitachi FB-2000A), transmission electron microscopy (TEM) analysis was determined using high resolution TEM (Hitachi FE-TEM HF 2200TV), operating at 200 kV. The scanning electron microscopy (SEM) used is the Hitachi S-4000 model (20 kV), equipped with the Horiba EMAX-2770 EDX spectrometer. The differential scanning calorimetry (DSC) measurements were performed with a Rigaku DSC8230 instrument with a heating rate of 10 K/min under flow of purified argon gas. The powders were characterized by X-ray diffraction (XRD type MAC science MXP3 and Shimazu XRD-6100) with Cu K radiation at 40 kV–30 mA settings, 2 from 40 to 140 at room temperature, and 2 from 40 to 55 with heating at 50, 150 and 300 C under vacuum. The resulting profiles were refined with the Rietveld program Fullprof.22) Magnetic hysteresis and Curie point measurements were carried out using vibrating sample magnetometer (VSM) apparatuses with a heating rate of 10 K/min. 528 J.-C. Crivello, T. Nobuki and T. Kuji (a) 100% Cu Intensity, I / arb. units (b) 88% Cu + 12% Fe Fig. 2 XRD powder diffraction patterns of Cu88 Fe12 after alloying, during heating at 50-150-300 C, and after treatments at room temperature. (c) 75% Cu + 25% Fe (d) 60% Cu + 40% Fe (2 phases) 40 50 60 70 80 90 100 110 120 130 140 2 θ (°) Fig. 1 Observed (points), calculated (line) and difference (bottom line) of XRD powder diffraction patterns of Cu100X FeX milled for (a) X ¼ 0, (b) X ¼ 12, (c) X ¼ 25, (d) X ¼ 40. The Bragg positions of fcc-Cu and bcc-Fe are indicated by vertical bars. 3. Results and Discussion 3.1 Structural and thermal analysis The XRD patterns for the 4 samples after milling are shown in Fig. 1. The single fcc-Cu phase remains for all the compounds from 0% to 25% of Fe. On the pattern of the 40% sample, bcc-Fe peaks appear and show a separation into two phases. These results are not completely similar to previous works,12,16,23) where it was found that the single fcc phase extends up to 60% of Fe in fcc solution. By increasing the atomic composition of Fe, the average intensity of peaks decreases compared to the background line, which means that crystallization process is poor. The second effect is the decrease of fcc peaks position with smaller angles and associated increase of fcc cell parameter. The fcc lattice parameter expansion has already been reported by several experiments.12,18) This effect cannot be explained by the smaller atom size of Fe compared to Cu (radius 0.126 against 0.128 nm), but by the magnetovolume effect: when the magnetic iron nanoparticules are alloyed into the sub-matrix of copper, the interatomic potential for Cu has a stronger core-core repulsion due to the filled d-band shell.20,24) This effect leads to the extension of the fcc cell parameter.2,25) The effect of the temperature on the lattice expansion was also investigated. At low angles, the in situ X-ray diffraction was made by gradual increase of temperature from 50, 150 to 300 C. As an example, XRD patterns of the 12% Fe compound are presented in Fig. 2. Considering this sample, the decomposition into two phases (fcc-Cu and bcc-Fe) appears since annealing starts at 50 C. After all the heating processes, irreversible decomposition remains at room temperature. By the Rietveld method, fcc cell parameters have been identified. Figure 3 sums up these results, obtained with accuracies of 2 < 4 and refined agreement factors Rwp < 9%. They show a linear increase of fcc lattice parameter with increasing Fe content and with increasing temperature. As a reference in Fig. 3, the value of nonalloyed Cu parameter is lower than all results found, except for the ball-milled pure-Cu at room temperature. With DSC analysis, the decomposition process was clearly identified. Figure 4 shows DSC traces for 20 mg of the 25% and 40%-Fe samples. Each presents an exothermic peak respectively at TX ¼ 424 C and 392 C, corresponding to the temperature of decomposition into two fcc and bcc phases (results checked by XRD). The solution stability decreases with increasing Fe-content. Thermal decomposition of the supersaturated fcc solution has already been reported at similar temperatures.10,12,16,21) Thermal and Magnetic Properties of Mechanically Alloyed fcc Cu-Fe Supersaturated Solid Solutions 529 EXO Fig. 3 fcc lattice parameter of Cu100X FeX according to the % Fe-content at room temperature and during heating at 50-150-300 C. Fig. 4 DSC traces from 20 mg Cu60 Fe40 (dashed line) and Cu75 Fe25 (line) samples. Fig. 5 SEM micrograph of the Cu75 Fe25 sample, after milling (a) and post-annealing (b). 3.2 Microscopy Figure 5 shows an overview of Cu75 Fe25 powder on SEM microscopy. The sample after milling (a) and after heat treatment at 750 C for 1 hour (b) present particles with the same size range (about 300 mm). Modifications on the microstructure coming from heating can be identified by a smaller scale: TEM bright-field micrographs and corresponding Z-contrast STEM images of the same sample present significant differences (Fig. 6). Whereas the compound just after milling (a,a0 ) has a homogeneous structure, the postannealing compound (b,b0 ) presents different regions of contrast. The white frame in Fig. 6(b0 ) is analyzed in Fig. 7, which contains elemental distribution maps. The corresponding EDX results are summarized on Table 1: the elements composition analysis in Fig. 7 imply a composition very close to the initial composition Cu:Fe (74.96:25.04). The TEM micrograph shows a distribution of brighter regions with a small size range (from 100 nm to 400 nm). EDX spot analysis suggests that this brighter region corresponds to iron particles. The darker region is richer in copper. 3.3 Magnetic properties Shown in Fig. 8 are the hysteresis loops of magnetization measured for 0.35 g of Cu75 Fe25 and Cu60 Fe40 powders. The coercive field HC measured is respectively about 455 Oe and 365 Oe, which are larger than pure bcc-Fe under the same conditions. Figure 9 shows the magnetization at 5 kOe of the same two 25% and 40%-Fe samples according to temperature T, during continuous heating and subsequent cooling. Magnetization drops significantly near to 200 C, slightly lower than 2 other measurements at the Cu50 Fe50 composition: 230 C for Yavari et al.10) and 240 C for Jiang et al.26) By increasing T higher than 400 C, a second magnetization drop shows a typical signature of ferromagnetic iron at respectively TC ’ 775 C and 780 C, close to the Curie temperature of Fe (770 C). We concluded that this anomalous behavior is justified by means of spinodal decomposition at inflection point TX , which corresponds to the decomposition into bcc Fe and fcc Cu predicted by DSC analysis at TX . This chemical phase-separation was already found for richer Fe compositions.13,21,27) 4. Conclusions We have shown that the high-energy ball milling of elemental powders can be used to alloy the immiscible copper-iron system with formation of metastable solid solutions. Regarding the solubility of Fe elements in Cu100X FeX sub-matrix, we found that single fcc phase occurs until X 25% of Fe. As reported previously, the increase of fcc cell parameter by increasing Fe-content may be attributed to magnetovolume effect. The effect of heating causes iron particles to precipitate out of the copper matrix as 530 J.-C. Crivello, T. Nobuki and T. Kuji Fig. 6 Bright-field TEM micrograph and corresponding Z-contrast STEM image of the Cu75 Fe25 sample, after milling (a,a0 ) and postannealing (b,b0 ). Fig. 7 Bright-field TEM micrograph from Fig. 6(b0 ) with the corresponding distribution image of Cu and Fe. Fig. 8 Hysteresis loops of magnetization measured at 5 kOe from 0.35 g Cu60 Fe40 (dashed line) and Cu75 Fe25 (line) samples. Thermal and Magnetic Properties of Mechanically Alloyed fcc Cu-Fe Supersaturated Solid Solutions Table 1 Chemical compositions measured in Fig. 6 and corresponding spots EDX analysis of the Cu75 Fe25 sample. area spot 1 spot 2 % Cu-K 74.96 77.15 50.01 % Fe-K 25.04 22.85 49.99 Fig. 9 Magnetization according to the temperature at 5 kOe from 0.03 g Cu60 Fe40 (dashed line) and Cu75 Fe25 (line) samples. a decomposition process at temperature around 400 C. This result was been shown in mutual agreements by several analyses in the present work. Acknowledgements This work was partially supported financially by the French Ministry for Foreign Affairs. The authors thank Dr. Sumida for the help during the in-situ XRD analysis in Tokyo University. Dr. Saito of Chiba Institute of Technology and associate Professor Chiba of Tokai University are acknowledged for their support in the instrumental VSM analysis. 531 REFERENCES 1) C. Biselli and D. G. Morris: Acta Metall. Mater. 42 (1994) 163–176. 2) S. S. Saxena, J. Tang, Y. S. Lee and C. J. O’Connor: J. Appl. Phys. 76 (1994) 6820–6822. 3) L. J. Swartzendruber: Binary Alloy Phase Diagrams, second ed., ed by T. B. Massalski, (ASM, New York, 1990) pp. 1408–1409. 4) A. R. Miedema: Philips Tech. Rev. 36 (1976) 217. 5) A. Caro, P. E. A. Turchi, M. Caro and E. M. Lopasso: J. Nucl. Mater. 336 (2005) 233–242. 6) C. Suryanarayana: Prog. Mater. Sci. 46 (2001) 1–1184. 7) T. Kuji, S. Nakayama, N. Hanzawa and Y. Tabira: J. Alloys Compd. 356 (2003) 456–460. 8) H. Hotta, M. Chiba, T. Kuji and H. Uchida: J. Japan Inst. Metals. 70 (2006) 662–665. 9) K. Uenishi, K. F. Kobayashi, S. Nasu, H. Hatano, K. N. Ishibara and P. H. Shingu: Z. Metallkd 83 (1992) 132–135. 10) A. R. Yavari, P. J. Desré and T. Benameur: Phys. Rev. Lett. 68 (1992) 2235–2238. 11) A. R. Yavari: Phys. Rev. Lett. 70 (1993) 3521–3522. 12) J. Eckert, R. Birringer, J. C. Holzer, C. E. Krill III and W. L. Johnson: Mat. Res. Soc. Symp. Proc. 238 (1992) 739–744. 13) O. Drbohlav and A. R. Yavari: Acta Metall. Mater. 43 (1995) 1799– 1809. 14) J. Z. Jiang, C. Gente and R. Bormann: Mater. Sci. Eng., A 242 (1998) 268–277. 15) L. B. Hong and B. Fultz: Acta Mater. 46 (1998) 2937–2946. 16) E. Ma, M. Atzmon and F. E Pinkerton: J. Appl. Phys. 74 (1993) 955– 962. 17) G. Mazzone and M. V. Antisari: Phys. Rev. B 54 (1996) 441–446. 18) H. Ino, K. Hayashi, T. Otsuka, D. Isobe, K. Tokumitsu and K. Oda: Mater. Sci. Eng., A 304–306 (2001) 972–974. 19) H. Ino, M. Kincho, K. Oda and K. Tokumitsu: Mater. Sci. Eng., A 312 (2001) 262–266. 20) C. L. Chien, S. H. Liou, D. Kofalt, Wu Yu, T. Egami, T. J. Watson and T. R. McGuire: Phys. Rev. B 33 (1986) 3247–3250. 21) P. Crespo, A. Hernando, R. Yavari, O. Drbohlav, A. Garcı́a Escorial, J. M. Barandiarán and I. Orúe: Phys. Rev. B 48 (1993) 7134–7139. 22) Rodrı́guez-Carvajal: J. Proceedings of the XV congress of international union of crystallography, (satellite meeting on powder diffraction, Toulouse, France, 1990) pp. 127. 23) M. Qi, M. Zhu and D. Z. Yang: J. Mater. Sci. 13 (1994) 966–968. 24) V. Vitek and Y. Minonishi: Surf. Sci. 144 (1984) 110–123. 25) Y. R. Uhm, W. W. Kim and C. K. Rhee: Phys. Stat. Sol. A 201 (2004) 1802–1805. 26) J. Z. Jiang, Q. A. Pankhurst, C. E. Johnson, C. Gente and R. Bormann: J. Phys.: Condens. Matter 6 (1994) L227–L232. 27) P. Crespo, A. Hernando and A. Garcı́a Escorial: Phys. Rev. B 49 (1994) 13227–13230.