Magnetic circular dichroism of Gd-Co and Gd-Ni alloys in the Gd 3d, 4d and the (Co, Ni) 2p, 3p core excitation regions: Antiferromagnetic coupling between Gd and (Co, Ni) moments

Magnetic circular dichroism of Gd-Co and Gd-Ni alloys in the Gd 3d, 4d and the (Co, Ni) 2p, 3p core excitation regions: Antiferromagnetic coupling between Gd and (Co, Ni) moments

Journal of Electron Spectroscopyand Related Phenomena78 (19%) 217-220 Magnetic circular dichroism of Gd-Co and Gd-Ni alloys in the Gd 3d, 4d and the ...

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Journal of Electron Spectroscopyand Related Phenomena78 (19%) 217-220

Magnetic circular dichroism of Gd-Co and Gd-Ni alloys in the Gd 3d, 4d and the (Co, Ni) 2p, 3p core excitation regions: Antiferromagnetic coupling between Gd and (Co, Ni) moments Tadashi Hatano,a Semg-Yerl Park,b* Takaaki Hanyu’ and Tsuneaki Miyahara” ‘Photon Factory, National Laboratory for High Energy Physics, Oho l-l, Tsukuba, Ibaraki, 305, Japan bDepartment of Synchrotron Radiation Science, The Graduate University for Advanced Studies, Oho l-l, Tsukuba, Ibaraki, 305, Japan ‘Department of Physics, Faculty of Science, Tokyo Metropolitan University, Minamiohsawa l-l, Hachioji, Tokyo, 192-03, Japan

Magnetic circular dichroism(MCD) spectra of Gd-Co and Gd-Ni alloys were measured in core excitation regions using evaporated film and arc-melted bulk samples. Antiferromagnetic coupling between spins of rare-earth and transition metals was demonstrated in Gd-Co but it was not the case in bulk Gd-Ni, which gives rise to a possible spin-glass-like state at the liquid nitrogen temperature with the help of hidden ferromagnetic interaction.

1.

information of magnetism in alloy systems. Hence

INTRODUCTION

we can separately measure the local magnetizations It is well known that the spin magnetic moments antiferromagnetically

In the present study the MCD spectra of Gd-Co

intermetallic compounds of 3d-transition metals with

and Gd-Ni evaporated films were measured in the Gd

rare-earth metals, which has been concluded from the

4d-4f and (Co, Nil 3p-_3d core excitation regions. The

dependence of absolute value of magnetization on 4f

MCD spectra of arc-melted bulks were measured also

electron number of the rare-earth metal [I] or on the

in the inner core excitation, Gd 3d-4f ‘and(Co, Ni)

temperature [2]. Since synchrotron radiation was

2p-3d regions in addition to those regions.

co11pled

in

of respective elements by means of this technique.

some

are

developed as a circularly polarized VUV ‘and X-ray source,

the

measurement

of magnetic

circular

2.

EXPERIMENTAL

PROCEDURES

dichroism(MCD) due to core level excitation has been a powerful method to investigate magnetic materials.

One

of

the

advantages

measurement is the provision

of

The experiment was performed using circularly

MCD

polmized synchrotron radiation at two beamlines

of site selective

equipped with a helical undulator. BL-28A of the

*Present address; Basic Science Research Institute, Pohang University of Science and Technology, San 31. Hyoja Dong. Pohang, 790-784, Republic of Korea 0368-2048/%/$15.00 0 19% Elsevier Science B.V. All rights reserved PII SO368 - 2048 (%) 027 16-8

218

Photon Factory [3] and BL-NElB of the TRISTAN Accumulation Ring [4] cover the Gd N,., (Co, Ni) M?? edges and the Gd M,,, (Co, Ni) Lz 3 edges, respectively. The apparatus with a permanent magnet flipper is illustrated elsewhere [5]. We have made an additional construction

of a double evaporation

source in order to prepare binary alloy samples. Each film sample of about 2OOA thickness was prepared by simultaneous evaporation on a Si(lO0) substrate cooled to the liquid nitrogen temperature. Then it was immediately transported to the sample holder also cooled to the liquid nitrogen temperature and the measurement was performed in-situ. The other type of sample was a bulk made with Ar-‘arc furnace. The bulk samples were filed in the vacuum chamber just before the measurement. We employed the total photoelectron method because absorption

yield(TY)

measurements

were

impossible for either types of sample. Here we define the TY-MCD as the difference between the photocurrents under the two opposite directions of external magnetic fields with the same circular polarization of incident light. In order to make a quantitative

analysis

approximation

of

the TY-MCD

of so-called absorption

as

MCD,

an it

should be noted that TY is not always proportional

ke---+ 780

800 ’ 1160 I I 1180 I I 1200 I I 1220 I

PHOTON ENERGY (eV)

to absorption and depends on the attenuation length

FIG. 1. MCD spectra of Gd-Co alloy system. (a) Film

of excited electrons [6] in the alloy.

samples at the Gd Nhs and Co MLj cdgcs. (h) Bulk samples at the Gd Na5 and Co M,, edges. (c) Bulk

3. RESULTS

AND DISCUSSIONS

samples at the Gd M,, and Co L,, edges.

Figure l(a) shows the examples of TY-MCD for

magnetic moment of Gd atomic site is antiparallel to

Gd-Co films. One can observe MCD’s due to the Gd

that of Co atomic site, which gives a direct evidence

4d-4f and Co 3p-3d transitions around 15OeV and

to ferrimagnetism of this alloy system. The results

just above 6OeV. respectively. The structures around

of Gd-Co bulk samples were consistent with those

50eV and 15eV were caused by the higher order

of film samples as shown in Figs. l(b) and (c).

diffraction of the grating monochromator. We found

Figure 2(a) shows the TY-MCD spectra of Gd-Ni

that the MCD of GdCo, is reversed in the Gd 4d-4f

film samples, which have similar characteristics to

region and that the MCD of GdCo, is reversed in the

those of Gd-Co. On the other hand the MCD spectra

Co 3p-3d region. These results indicate that averaged

of Gd-Ni bulk

samples

give

the

orientation

219

r

I

rlu

I

I

I

I

I

I

(a) Cd-Ni film in VUV region p, =

V

Ni

V

Jcid

ld-4f

(1)

x

II u3

d.E

w?Ni,7

where l,(E) is the TY-MCD spectrum of Gd,Co,., or Gd,Ni,.,. This formula was derived from the least I I

I I1

I

#\I Ih

I I

I I

I I

I1 I

I

-

(b) Cd-Ni bulk in VUV region

square fitting of I,(E) to p&,(E)

change in spectral shape. Then p, was normalized so that the maximum moment,7.55p,,

x10 w

GdNi,

4

where &, is the Bohr magneton.

also been carried out. Figures 3(a) and 4(a) show the moments thus estimated for the Gd atomic site in

Cd I I I Iti 50 60 70 80 ”

of pu, equals the pure Gd

The similar calculation in the Gd 3d-4f region has

G&Nil7

x10

neglecting the

I I I I I 130 140 150 160 170 180

Gd-Co ‘andGd-Ni respectively. The moments of Co and Ni sites were also nnalyzed in the similar manner and are shown in Figs. 3(b) and 4(b), where the moments of pure Co and Ni are assumed to be 80 20 40 t’..“..~..“*..‘...j

II

11

830

850

1

h.8

11

11

I1

60

80

100

60

80

100

II

870 ” 1160 1180 1200 1220 PHOTON ENERGY (eV)

FIG. 2. MCD spectra of Gd-Ni alloy system. (a) Film samples at the Gd Nd5 and Ni M,, edges. (b) Bulk samples at the Gd N.,5and Ni ML1edges. Ten times magnification has been made in the Ni region. (c) Bulk samples at the Gl M,, and Ni LL,edges.

independent of the concentration as shown in Figs. 2(b) ‘and(c), about which some discussions will be made later. We analyzed the concentration dependence of the averaged magnetic moments of Gd site as follows. The magnitude of MCD per Gd atom in the Gd 4&4f region was evaluated by

0

20

40

ATOMIC % Cd FIG. 3. Gd concentration

dependence

of magnetic

moments (a) ofG3 site and (b) of Co site in Gd-Co.

220

8 0

20

40

60

80

100

t’,“““““..“‘.‘)

state in the film GdN& may be due to a delicate balance between the two opposite interactions. There are some reasons why the absolute values of Gd, Co and Ni magnetic moments decrease as the Gd concentration increases, First the applied magnetic field of 1.05T is not sufficient to saturate pure Gd. Second the Curie

temperatures

are remarkably

lowered by adding (Co, Ni) to Gd and even close to -8 0.8,.

the liquid nitrogen temperature.

. . , . . . , . . . , . . . , . . . ,

(b) 0.4 :

4. CONCLUSION

l

.

MCD spectra of Gd-(Co, Ni) alloys were measured

0.2 : n 1

. -0.2 : -0.4.

l

.

in core excitation regions for evaporated film and .

arc-melted bulk samples. It was found that the sign



. . * . ’ . * * ’ . * . ’ * . * ’ * * . * 0 20 40 60 80 100

ATOMIC % Gd FIG. 4. Gd concentration dependence of magnetic moments (a) of Gd site and (h) ofNi site in Gd-Ni.

In Fig. 3, one can see the switching of the sign between 20 and 25 at. % Gd with the absolute value continuous.

In other words, the compensation

temperature

was close

the liquid

reversed when the concentration of (Co, Ni) or Gd increases except in the bulk Gd-Ni samples, which indicates the antiferromagnetic coupling between Gd and (Co, Ni) moments. As for Gd-Ni bulk sample, ferromagnetic interaction is prevalent. These findings implies a possible spin-glass-like sate at particular

1.71~~ and 0.604~,, respectively.

to

of the MCD due to Gd or (Co, Ni) moment is

nitrogen

concentrations caused by coexistence of ferro- ‘and antiferro-magnetic interactions.

REFERENCES

temperature in Gd-Co of this cd concentration, We found both Gd and Ni atomic magnetizations

1. E. A. Nesbitt, H. J. Williams, J. H. Wernick and

were positive in Gd-Ni bulk samples as shown in

R. C. Sherwood: J. Appl. Phys. 3 3. 1674 ( 1962).

Fig. 4, which suggests that ferromagnetic interaction

2. P. Chaudhari, J. J. Cuomo and R. J. Gambio;

appears

and

overcomes

antiferromagnetic

one.

Another remarkable feature in Fig. 4 is apparent instability of the film samples at x=1/6 (GdNi,). The

Appl. Phys. Lett. 2 2, 337 (1973). 3. T. Koide, T. Shidara, T. Miyahara and M. Yuri; Rev. Sci. Instrum. 66, 1923 (1995).

origin of small magnetic moments in some of them

4. Y. Kagoshima, T. Miyahara, S. Yamamoto, H.

can be considered as spin-glass-like alignment of

Kitamura, S. Muto, S. Y. Park and J. D. Wang;

magnetic moments, because the result of the Gd-Ni

Rev. Sci. Intsrum. 6 6, 1696 (1995).

bulk sample suggests the ferromagnetic interaction which is hidden in most film samples but might reappem when the antiferromagnetic interaction is much reduced. Therefore the above spin-glass-like

5. S. Muto, Y. Kagoshima and T. Miyahara: Rev. Sci. Instrum. 6 3, 1470 (1992). 6. C. R. Crowell, W. G. Spitzer, L. E. Howarth and E. E. LaBate; Phys. Rev. 127, 2006 (1962).