Tìm thấy 19+ kết quả cho từ khóa "Phase transition"
7.pdf
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So the second structural phase transition may be occurred.. In some semimetals, these are structural transition more once, for example, Iron in temperature increase higher than 911 0 C, these is the first phase transition from BCC to FCC, then when temperature is higher 1392 0 C, the second phase transition takes place again form FCC to BCC [1]. The alloys of Iron, these are many phase transition take place when doing density increases.
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This is due to the fact that the substitution of Ni ions into the Mn site changes structural parameters and dilutes the FM phase, which act as fluctuations and influence the FM-interaction strength of double-exchange Mn 3þ – Mn 4þ pairs, and the phase-transition type. For the critical exponent γ. the stability in its value demonstrates the PM behavior above T C of the samples..
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T 0 , where T 0 is the temperature of the transition (for example, the solidification temperature). For the remainder of the calculations, we will assume that. thus there is a surface energy characteristic of the grain boundary.. In the second place, since the structure of the grain boundary is much less. 99%) of the initial phase at a given tempera- ture. 99% of the initial fcc phase at a given temperature. formation of germs or nuclei of the new phase: nucleation;.
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This reflects that the Cu doping leads to the second-order phase transition in La 0 7 Ca 0 3 Mn 0 95 Cu 0 05 O 3 while the parent compound of La 0 7 Ca 0 3 MnO exhibits the first-order phase transition. Index Terms—Critical behavior, magnetic phase transition, perovskite manganites.. Ba, and Sr) around their ferromagnetic-para- magnetic phase transition temperature. An addition of the polaron effect, arising from a strong electron-phonon coupling, known as the Jahn-Teller effect, is necessary.
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While the parent compound La 0.7 Ca 0.3 MnO 3 exhibits the fi rst-order magnetic phase transition with the exponents unclose to any standard model, our sample La 0.7 Ca 0.3 Mn 0.9 Zn 0.1 O 3 exhibits the second-order magnetic phase transition where the exponents are close to those expected from the mean- fi eld theory.
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Different from the previous sample, the main contribution to these curves is the FM phase. This is due to the suppression of the FM order under the thermal energy. 5(a), which were recorded around the FM- PM phase transition T C in temperature increments of 5 K. 135 K being associated with the FM region and T >. (Color online) (a) Isothermal-magnetization curves of x = 0.04 recorded around the phase transition temperature..
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According to Banerjee’s criterion [13], the negative and positive slopes are indicators of the first- and second-order magnetic phase transitions, respectively. This means that La 0.7 Ca 0.3 MnO 3. In other words, the doping of Zn and Cu into La 0.7 Ca 0.3 MnO 3 leads to a change in the magnetic phase transition from first order to the second order, and thus results in a remarkable decrease in the maximum ΔS of doped samples, as mentioned..
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This result suggests that for the cases of higher doping content, the same second-order magnetic phase transitions should prevail. Journal of Magnetism and Magnetic Materials. results were reported for La 0.7 Ca 0.3x Sr x MnO 3 [15]: the Sr-doping concentration of 10% separates the first-order from the second- order magnetic phase transition. The magnetic properties of Cu-doped La 0.7 Ca 0.3 MnO 3 , for the concentration range up to 20%, were reported by Wang et al.
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Both field cooled (FC) and zero–field cooled (ZFC) curves show a phase transition from the paramagnetic to ferromagnetic state at Curie temperature T C =273 K for x=0.46 and T C =275 K for x=0.50.
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For LaMnO 3.14 [3], however, the FM phase is mainly due to Mn 3. It has been found the critical exponent values β¼ 0.415, γ¼ 1.470, and δ¼ 4.542 close to those expected for the MFT.. The above results prove that the critical property is sensitive to impurities and defects. These important factors can be employed in rounding the magnetic phase transition of manganites [28,29]..
000000272713.pdf
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Suggestions for future works REFERENCE viii LIST OF FIGURES Figure 1.1: Schematic diagram of the phase transition in a ferroelectric material Figure 1.2: The formation of 180○ and 90○ ferroelectric domain walls in a tetragonal perovskite ferroelectric.
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Observation of Two Kinds of Structural Phase Transitionsin the Ba 2 In 2 O 5 System”, J. Zhen, “Oxide-ion conduction in Ba 2 In 2 O 5 and Ba 3 In 2 O 8 (M=Ce, Hf, or Zr. Protonic conduction in Ba 2 In 2 O 5. Phase transition in the oxygen and proton conductor Ba 2 In 2 O 5 in humid atmospheres below 3008C. Primary particle size effect on phase transition in Ba 2 In 2 O 5. La-Doped Ba 2 In 2 O 5 Electrolyte:.
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Heterolayered PZT thin films. i CONTENTS List of Tables iv List of Figures v Abbreviations x Chapter 1: FUNDAMENTAL THEORIES OF PZT THIN FILM 1 1.1 Description of Ferroelectricity 1 1.1.1 Description of the Ferroelectric Phase Transition 3 1.1.2 Ferroelectricity in Perovskite Crystals 4 1.1.3 Origin of Spontaneous Polarization 5 1.2 Ferroelectric Domains 7 1.2.1 Domain Walls 9 1.2.2 Field-Induced Strain Mechanism and Domain Configurations in Ferroelectric Ceramics 10 1.2.3 Extrinsic Contribution
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Following (10.7), the free energy increase when n vacancies are present is F ( n. 11.1 The Gibbs free energy G around a first-order phase transition. For ferromagnetism it is the spontaneous magnetization of the substance, i.e. in a not too large sample or in a not too large region of a large sample.)
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Following (10.7), the free energy increase when n vacancies are present is F ( n. 11.1 The Gibbs free energy G around a first-order phase transition. For ferromagnetism it is the spontaneous magnetization of the substance, i.e. in a not too large sample or in a not too large region of a large sample.)
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Another mechanism of the transition is suspected. (3) on the assumption of the fixed intrachain interactions. is independent of the applied pressure up to 8 kbar. That is the case of the F2PNNNO. We have observed the antiferromagnetic phase transition as a bent in the temperature dependence of the magnetizations [51]. A schematic view of the high pressure system for the ac susceptibility measurement:. The values of T^(PQ) and the initial slope a of the genuine organic antiferromagnets..
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BROKEN SYMMETRY 71 Figure 4.2: The energetics of a phase transition. Figure 4.5: The three possible solutions of the Stoner model. of the wave function. (4.65) and the Hamiltonian is in terms of the new bogoliubons. as compared to the bare energy scale of the interaction, ω D . Figure 5.1: The time evolution operator ˆ U (t, t 0 ) can be viewed as the sum of additional phase factors due to ˆ V on top of the trivial phase factors arising from H 0 .
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Tìm hiểu vấn đề phương trình trạng thái Van der Waals như một lý thuyết trung bình, được trình bày trong chương 5 cuốn “ Introduction to phase transition and critical phenomena”. Nội dung 4, tuần 5 Hình thức tổ chức dạy học. Chương 4, lý thuyết trường trung bình cho chuyển pha từ. Nội dung 5, tuần 6 Hình thức tổ chức dạy học. Thứ ba 8h-9h40’ Phòng họp bộ môn. Chương 5, lý thuyết chuyển pha Landau. Ra bài tập về nhà.
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Gschneidner, Magnetic phase transition and the magnetothermal properties of gadolinium, Physical Review B
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PHASE TRANSITION AND THE CASIMIR EFFECT IN A COMPLEX SCALAR FIELD WITH ONE COMPACTIFIED SPATIAL DIMENSION. Phase transition and the Casimir effect are studied in the complex scalar field with one spatial dimension to be compactified. It is shown that the phase transition is of the second order and the Casimir effect behaves quite differently depending on whether it’s under periodic or anti-periodic boundary conditions..