Направления / Методика эксперимента / SESANS | |||||
Spin Echo SANS |
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Spin Echo SANS for magnetic samples |
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S.V.Grigoriev, Yu. O. Chetverikov, V.N. Zabenkin (Petersburg Nuclear Physics Institute, St.Petersburg, Russia) |
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Скачать постеры: постер С. Григорьева [1], [2]. Скачать публикации по теме: [1], [2], [3], [4], [5] | |||||
This work aims to demonstrate new possibilities opened in studying magnetic samples by Spin Echo SANS. For this purpose SESANS study of domain structure of Ni layer on Cu substrate was performed. | |||||
Angle encoding scheme with Larmor precession |
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The polarizer, the p/2 flipper , the precession device, a precession device, the second p/2 flipper, the second polarizer and the detector. |
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The concept of Spin Echo SANS |
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M.Th. Rekveldt, J.Nucl.Instr.Meth. B, 114 (1996) 366 . |
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The spin echo setup: polarizer P, two precession devises C1, C2 ; spin flipper SF, Analyzer A, Detector Det |
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Result is Fourier transform scattered intensity: ~ Density correlation function! |
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Alternative picture of SESANS |
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R. Gähler, J. Felber, F. Mezei, and R. Golub, Phys. Rev. A 58, 280 (1998). |
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Magnetic extension of SESANS |
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Magnetic sample changes polarization at the moment of scattering ! |
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The simplest case of the textured sample: 1) M = 0 2) M = 0 3) M = MZ P is flipped and s = s0 (1 - (e m )2) = s0 |
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Simple math of magnetic SESANS |
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The expression is valid in the single scattering regime For multiple scattering |
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Experimental SESANS setup, Delft, The Netherlands |
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Schematic drawing of the SESANS setup at IRI TUDelft: MC monochromator crystal, P polarizer, R1, R2, R3 and R4 polarization rotators, M1, M2, M3 and M4 electromagnets, S sample position, A analyzer, D detector. The system consisting of M1 and M2 make up the first arm of a spin echo setup; M3 and M4 its second arm. |
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Experiment on a sample of Ni layer on Cu plate |
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Sample: a ferromagnetic Ni layer of 15 mk thick on a copper substrate. The length of the domain coincides with the thickness of the layer 15mk and domain width "spaghetti“ thickness of order of 3 mk. |
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Thickness dependence |
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SESANS curves for the samples with different thickness of Ni layer: L=10,15,21 mkm |
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The width of the domains D versus thickness of the Ni layer or length of the domains L. |
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Experiment: SESANS curve |
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The polarization versus parameter Z ~ B for the "nuclear" (with flipper) and "magnetic" mode (without flipper). |
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Multiple scattering |
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Amplitude of SESANS curve versus number of foils ( scattering events) |
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Temperature dependence | |||||
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SESANS curves for T=373,523,573 K |
Amplitude of SESANS curve versus temperature T |
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After annealing | |||||
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SESANS curve after annealing. The domain structure changes: part of the domains are magnetized perpendicular to the plate with size of order of 2 mkm; another part of the domains are magnetized in the plane with size of order of 10 mkm. |
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Future applications |
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This technique (Magnetic SESANS) is promising for applications in the directions: (i) investigation of the ferromagnetic materials for industry (magnetic memory devises, magnetic steel, etc.) (ii) investigation of the ferromagnetic temperature transformations in magnetic memory alloys; gigantic magneto-resistance materials; ferromagnetic invars; etc. (iii) magnetic quantum phase transitions under applied pressure. The development of the this technique will be done in the following directions: (i) The sample environment to work with the magnetic field. This part requires both theoretical and experimental efforts for its realization. First, the magnetic field applied changes not the state of the magnetic system only but also the magnetic situation around the sample. Secondly, the interpretation of the experimental points obtained becomes different in presence of the magnetic field as compared to the situation without field. (ii) The sample environment to vary the temperature of the sample from 2 to 300 K with the thermostat and from 300 to 600 K with the oven. This environment is important to study the temperature phase transitions. (iii) The sample environment to work with the pressure cell at room temperature and at low temperatures. This is important for studying the quantum phase transitions, which is at the very forefront of the Condensed matter research because of a close relation to various fundamental problems such as the breakdown the Fermi-liquid theory, heavy-fermion physics and unconventional superconductivity. |
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This presentation has been prepared on the basis of two recent works: | |||||
[1] Grigoriev S.V., Kraan W.H., Rekveldt M.Th., Kruglov T. and Bouwman W.G. (2006). J.Appl.Cryst. 39, 252-258 – Spin echo SANS for magnetic samples. |
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ACKNOWLEDGMENTS |
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One of the authors (S.G.) thanks NWO for a grant, which enabled him to perform this work in the Faculty of Applied Science of TU Delft. The work was partly supported by INTAS foundation (Grant No. INTAS-03-51-6426), RFFR (project 05-02-16558). The research |
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