Rongming
Wang
*ab,
Hongzhou
Zhang
ac,
Michael
Farle
d and
Christian
Kisielowski
b
aKey Laboratory of Micro-nano Measurement, Manipulation and Physics, Department of Physics, Beijing University of Aeronautics and Astronautics, Beijing, 100191, P. R. China. E-mail: rmwang@buaa.edu.cn
bNational Center for Electron Microscopy, Lawrence Berkeley National Laboratory, University of California, Berkeley, CA 94720, USA
cDepartment of Physics and the Center for Research on Adaptive Nanostructures and Nanodevices (CRANN), Trinity College Dublin, Dublin 2, Ireland
dInstitut für Physik, Universität Duisburg-Essen, Lotharstr. 1, 47048, Duisburg, Germany
First published on 2nd September 2009
The structural stability of FePt nanoparticles of about 5–6 nm diameter was investigated by dynamic high resolution transmission electron microscopy. The FePt icosahedra were very stable under an electron beam flux of ∼20 A/cm2 at 300 kV. Surface sputtering was suppressed due to the large sputtering threshold energy of a Pt-rich shell. Under a flux of ∼50 A/cm2, the trapping potential well of the FePt particle on the supporting carbon film was lowered by the magnetic interaction between the electron beam and the particle, which leads to rotational and translational motions of the particle. A large dose of electrons (∼200 A/cm2) initiated melting and recrystallization of the FePt particle. The structure of the FePt nanoparticle, a Pt enriched shell around an Fe/Pt magnetic core, is believed to be responsible for its dynamic behaviour under different beam conditions.
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Fig. 1 Reconstructed exit wave phase images of one representative FePt nanoparticle under an electron beam flux of ∼20 A/cm2 at 300 kV.8 (a) Primary exit wave phase image of the icosahedral FePt nanoparticle with {111} and {220} planes resolved. (b) Exit wave phase image exposed to electron beam for 20 min with one layer peeled off. (c) Exit wave phase image exposed to electron beam for 30 min with one and a half layers peeled off. |
With increased electron beam flux, the FePt nanoparticle is found to be less stable on the supporting carbon film. Rotational and translational motions of the FePt particle were observed as the electron-beam flux increased to ∼50 A/cm2. The images in Fig. 2 were selected from a videotape recording over a period of 140 min. The FePt particle began to rotate on the supporting carbon film after 30 min irradiation under the beam flux. Real-time lattice fringe changes can be observed with the orientation change of the particle. The particle rotated from a [112] (Fig. 2a) to a [211] orientation (Fig. 2b) in 20 min. It then rotated to [111] (Fig. 2c) and [112] (Fig. 2d) orientations consecutively. The time interval of orientation was ∼20 min. Particles usually rotated with different speeds, which is most likely due to the cohesion variations of the particles and the supporting carbon film. After ∼60 min of the electron irradiation, the particle appeared to detach from the supporting carbon film and float in vacuum. Fig. 2c demonstrates such a case where the particle and the supporting film cannot be brought into focus simultaneously, indicating that they are at different heights in terms of the beam optics. Since the depth of field of the imaging system is about 10–20 nm which is much larger than the diameter of the FePt nanoparticle, the height of the particle above the supporting film is more than 20 nm. Despite the fact that the particle was floating and heat transferred to the film was greatly decreased, the particle retained the icosahedral shape and it was not in the quasimelting state. Ajayan and Marks4 proposed that the energy well to trap an Au particle on an MgO substrate is much deeper than the morphological potential energy barriers of the Au particles. Therefore, once the Au particle was detached from the substrate, a quasimelting state initiated and the particle fluctuated between different morphologies. In our experiment, since the detached FePt particle was not in the quasimelting state, the magnitude of the potential well that traps the FePt particle on the supporting carbon film is relatively lower than those of the morphological barriers of the FePt particles. This may be due to the magnetic interaction between the electron beam and the particle with an Fe/Pt magnetic core which generates a mechanical torque and lowers the trapping well.
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Fig. 2 Dynamic HRTEM images of one FePt nanoparticle taken under an electron beam flux of ∼50 A/cm2 at 300 kV showing continuous rotation, accumulation and alignment of the particles. |
One interesting phenomenon is that the particles began to accumulate and line up, as shown in Fig. 2e and f. Each FePt nanoparticle can be regarded as a magnetic entity with random magnetic momentum direction. The moment of force between the magnetic momentum and magnetic field induced by the incident electron beam makes the FePt nanoparticle rotate towards the direction where the magnetic momentum is perpendicular to the incident electron beam. The magnetic dipole interaction between the nanoparticles resulted in the translational motion of the nanoparticles towards each other. The secondary electron emission charged the detached FePt nanoparticles positively.11 The FePt nanoparticles nearby were polarized as electric dipoles with polarization directions parallel to the electron beam. The Coulomb force between the parallel electric dipoles prevents the nanoparticles gathering too close. Then the nanoparticles gathered in a line with separations of several nanometers (Fig. 2e and f).
With an electron beam flux of ∼200 A/cm2, the nanoparticle showed typical behaviors of the quasimelting state as well as the process of melting and recrystallization. Rotational motion can be observed via changes in lattice fringes in the real-time HRTEM images after the particle was irradiated for 30 min. The period required to rotate the particle is shorter than that under a flux of ∼50 A/cm2. The results suggest that the energy deposited in the particle by each inelastic scattering event accumulates and a dynamic heat balance between the particle and the supporting carbon film cannot be established at these flux conditions without involving a morphological change of the particle. Different from the rotation of the particle discussed previously, the structural fluctuation of the particle at the flux of ∼200 A/cm2 involved a melting state, as shown in Fig. 3 and 4. Fig. 3 shows a representative case with processes of floating, fluctuation, dissolution and recrystallization. Fig. 4 shows a case in which the states of the nanoparticles cycle between quasimelting and recrystallization of the truncated icosahedron, both twin and single crystal. HRTEM images (Fig. 3c, 4b and g) reproduced from the video recorder and CCD camera show that there exist no lattice fringes throughout the nanoparticle. The melting state was however not stable and lasted for several minutes. It recrystallized starting from the edge (Fig. 4c) which was on the supporting carbon film. After ∼150 s, a truncated icosahedral structure formed on the supporting carbon film with the (111) plane in contact with the film. Due to its high thermal conductivity, the supporting film was a virtual heat sink for the temperature gradient which was the driving force for the crystallization of the truncated icosahedral structure. The truncated icosahedral structure was almost as stable as the initial icosahedral one. It existed for ∼30 minutes before it was melted (Fig. 4e) under the same electron beam conditions. It then became an unstable twin structure and was melted again after ∼1 minute. At the end of our recording, the particle adopted a single crystal structure as shown in Fig. 4h. The initial particle (Fig. 4a) consisted of 13 shells with ∼8000 atoms and ∼5.8 nm in size. The recrystallized truncated icosahedron shown in Fig. 4c consisted of 14 shells with ∼7000 atoms. Compared with the truncated icosahedron, the recrystallized twin structure was smaller. The final single crystal structure was much smaller than the initial one. As shown in Fig. 4h, there were two sets of lattice fringes which consisted of 22 and 16 lattice fringes corresponding to d200 = 0.19 nm. Supposing the thickness of the single crystal to be the average of the length and width of the crystal, then the crystal dimensions were about 4.2 × 3.0 × 3.6 nm3, which are similar to the previously reported single crystal nature of 4 nm Fe52Pt48 particles.12 Such an ideal structure theoretically contained ∼3000 atoms. Some FePt atoms in the melting state can also be observed at the bottom right of the crystallite in Fig. 4h. The cohesion energy for surface reconstructed decahedra using the embedded atom method (EAM) on a palladium cluster indicated that the single crystalline structure had the lowest cohesion energy when the cluster size was smaller than 153 = 3375 atoms.13 Our observation on the FePt particle was consistent with the calculation predictions.
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Fig. 3 Dynamic HRTEM images of one FePt nanoparticle taken under an electron beam flux of ∼200 A/cm2 showing four processes: floating, fluctuation, dissolution and recrystallization. |
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Fig. 4 Dynamic HRTEM images of one FePt nanoparticle taken under an electron beam flux of ∼200 A/cm2 showing cycles between the quasimelting state and recrystallization of the truncated icosahedron, both twin and single crystal. |
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