In this thesis multidomain states in magnetically ordered systems with competing long-range and short range interactions are under consideration. In particular, in antiferromagnetically coupled multilayers with perpendicular anisotropy unusual multidomain textures can be stabilized due to a close competition between long-range demagnetization fields and short-range interlayer exchange coupling. These spatially inhomogeneous magnetic textures of regular multidomain configurations and irregular networks of topological defects as well as complex magnetization reversal processes are described in the frame of the phenomenological theory of magnetic domains. Using a modified model of stripe domains it is theoretically shown that the competition between dipolar coupling and antiferromagnetic interlayer exchange coupling causes an instability of ferromagnetically ordered multidomain states and results in three possible ground states: ferromagnetic multidomain state, antiferromagnetic homogeneous and antiferromagnetic multidomain states. The presented theory allows qualitatively to define the area of existence for each of these states depending on geometrical and material parameters of multilayers. In antiferromagnetically coupled superlattices with perpendicular anisotropy an applied magnetic bias field stabilizes specific multidomain states, so-called metamagnetic domains. A phenomenological theory developed in this thesis allows to derive the equilibrium sizes of metamagnetic stripe and bubble domains as functions of the antiferromagnetic exchange, the magnetic bias field, and the geometrical parameters of the multilayer. The magnetic phase diagram includes three different types of metamagnetic domain states, namely multidomains in the surface layer and in internal layers, and also mixed multidomain states may arise. Qualitative and quantitative analysis of step-like magnetization reversal shows a good agreement between the theory and experiment. Analytical equations have been derived for the stray field components of these multidomain states in perpendicular multilayer systems. In particular, closed expressions for stray fields in the case of ferromagnetic and antiferromagnetic stripes are presented. The theoretical approach provides a basis for the analysis of magnetic force microscopy (MFM) images from this class of nanomagnetic systems. Peculiarities of the MFM contrast have been calculated for realistic tip models. These characteristic features in the MFM signals can be employed for the investigations of the different multidomain modes. The methods developed for stripe-like magnetic domains are employed to calculate magnetization processes in twinned microstructures of ferromagnetic shape-memory materials. The remarkable phenomenon of giant magnetic field induced strain transformations in such ferromagnetic shape memory alloys as Ni-Mn-Ga, Ni-Mn-Al, or Fe-Pd arises as an interplay of two physical effects: (i) A martensitic transition creating competing phases, i.e. crystallographic domains or variants, which are crystallographically equivalent but have different orientation. (ii) High uniaxial magnetocrystalline anisotropy that pins the magnetization vectors along certain directions of these martensite variants. Then, an applied magnetic field can drive a microstructural transformation by which the martensitic twins, i.e. the different crystallographic domains, are redistributed in the martensitic state. Within the phenomenological (micromagnetic) theory the equilibrium parameters of multivariant stripe patterns have been derived as functions of the applied field for an extended single-crystalline plate. The calculated magnetic phase diagram allows to give a detailed description of the magnetic field-driven martensitic twin rearrangement in single crystals of magnetic shape-memory alloys. The analysis reveals the crucial role of preformed twins and of the dipolar stray-field energy for the magnetic-field driven transformation process in magnetic shape-memory materials. This work has been done in close collaboration with a group of experimentalists from Institute of Metallic Materials of IFW Dresden, Germany and San Jose Research Center of Hitachi Global Storage Technologies, United States. Comparisons between theoretical and experimental data from this cooperation are presented throughout this thesis as vital part of my work on these different subjects.

Orientador: Hugo Enrique Hernandez Figueroa / Dissertação (mestrado) - Universidade Estadual de Campinas, Faculdade de Engenharia Eletrica e de Computação / Made available in DSpace on 2018-08-05T08:10:41Z (GMT). No. of bitstreams: 1 Santos_CarlosHenriquedaSilva_M.pdf: 1752834 bytes, checksum: 8ed5b0902bb130762ff802db03187fbb (MD5) Previous issue date: 2005 / Resumo: Esse trabalho tem por objetivo desenvolver soluções computacionais de alto desempenho a um baixo custo, seguindo as propostas incentivadoras do Governo Federal para adoção de software livre. Essas soluções possibilitam simular, de maneira eficiente, os domínios computacionais de médio e grande porte utilizados no eletromagnetismo computacional. Os bons resultados obtidos nesse trabalho mostram a importância e eficiência da computação massivamente paralela utilizando cluster Beowulf para o processamento do método FDTD aplicado em estruturas complexas, porém a um baixo custo financeiro. O desempenho desse sistema ficou comprovado na realização de experimentos para analisar a SAR na cabeça humana e estudar os efeitos de estruturas metamateriais / Abstract: This work has as objective to develop high performance computational solutions to a low cost, following the stimulated proposals of the Federal Government for adoption of free software. They make possible to simulate, in efficient way, the computational domains of middle and high size useful on the computational electromagnetism. The good results gotten in these work showed the importance and efficiency of the massive parallel computation using the Beowulf cluster for the process the FDTD method applied on complex structures, however to a low financial cost. The performance of this system was proved in the realization of experiments to analyze the SAR on the human head and to study the effects of metamarial structures / Mestrado / Telecomunicações e Telemática / Mestre em Engenharia Elétrica

Esta tese investiga o modo de organização dos domínios nominal, verbal e dos adjetivos em Português do Brasil (PB), tendo como guia a aceitabilidade de sentenças com todo. Para o inglês, a natureza do parâmetro orienta a seleção de argumentos por operadores; já para o PB, o que importa é a oposição entre tipos de escala. O PB não tem determinantes que distingam entre nome contável e massivo, como much e many. O operador aspectual progressivo não modifica estados em inglês, mas em PB sim. Em inglês, very seleciona adjetivos de parâmetro relativo. Em PB, muito + adjetivo tem parâmetro relativo, e todo + adjetivo tem parâmetro absoluto. Todo é um operador interdomínios, sensível aos tipos de escala. Todo modifica a relação de predicação. Todo impõe condições (quantitativas) sobre como a saturação de um predicado por certo argumento deve ocorrer. Todo não é nem um modificador nominal, nem um quantificador canônico como cada. Todo não cria, apenas modifica uma relação existente. A distribuição que ocorre em sentenças com todo é uma entre as muitas formas de saturação de um predicado por um argumento: uma relação incremental. Se o argumento for quantizado, o predicado necessariamente também se tornará quantizado. Analisamos uma descrição definida (DD) como um sintagma de medida (SM). O artigo definido torna um predicado nominal em denotação quantizada, mas todo não. Relacionamos ser quantizado a ser argumental, e ser cumulativo a ser predicativo. E associamos sentidos diferentes às posições de todo na sentença. / This thesis takes the distribution of todo as a probe for the structure of nominal, verbal and adjective domains in Brazilian Portuguese (BP). Todo is a Degree Modifier (DM) and is sensitive to scale structure. English DMs (e.g., very) select adjectives by their standards; the BP DMs select adjectives only by their scale structure. However, they produce phrases with standard specialization. Todo + adjective shows absolute standard interpretation. We claim that the domains show the same properties in both languages, but the nature of scale standard matters in a distinct level for each one. We claim that todo is neither a noun modifier nor a true quantifier. Todo is a relation modifier. Todo modifies the way the argument saturates the predicate. A quantized incremental argument will make the predicate quantized as well. Todo is not the true source of distributivity, since incremental relations occur even in its absence. Definite Descriptions are treated as measure phrases. The definite article relates noun predicates to situations. So it will change a bare noun into a quantized denotation, which todo cannot do. Each land site corresponds to a different meaning for floating todo.

In this thesis multidomain states in magnetically ordered systems with competing long-range and short range interactions are under consideration. In particular, in antiferromagnetically coupled multilayers with perpendicular anisotropy unusual multidomain textures can be stabilized due to a close competition between long-range demagnetization fields and short-range interlayer exchange coupling. These spatially inhomogeneous magnetic textures of regular multidomain configurations and irregular networks of topological defects as well as complex magnetization reversal processes are described in the frame of the phenomenological theory of magnetic domains. Using a modified model of stripe domains it is theoretically shown that the competition between dipolar coupling and antiferromagnetic interlayer exchange coupling causes an instability of ferromagnetically ordered multidomain states and results in three possible ground states: ferromagnetic multidomain state, antiferromagnetic homogeneous and antiferromagnetic multidomain states. The presented theory allows qualitatively to define the area of existence for each of these states depending on geometrical and material parameters of multilayers. In antiferromagnetically coupled superlattices with perpendicular anisotropy an applied magnetic bias field stabilizes specific multidomain states, so-called metamagnetic domains. A phenomenological theory developed in this thesis allows to derive the equilibrium sizes of metamagnetic stripe and bubble domains as functions of the antiferromagnetic exchange, the magnetic bias field, and the geometrical parameters of the multilayer. The magnetic phase diagram includes three different types of metamagnetic domain states, namely multidomains in the surface layer and in internal layers, and also mixed multidomain states may arise. Qualitative and quantitative analysis of step-like magnetization reversal shows a good agreement between the theory and experiment. Analytical equations have been derived for the stray field components of these multidomain states in perpendicular multilayer systems. In particular, closed expressions for stray fields in the case of ferromagnetic and antiferromagnetic stripes are presented. The theoretical approach provides a basis for the analysis of magnetic force microscopy (MFM) images from this class of nanomagnetic systems. Peculiarities of the MFM contrast have been calculated for realistic tip models. These characteristic features in the MFM signals can be employed for the investigations of the different multidomain modes. The methods developed for stripe-like magnetic domains are employed to calculate magnetization processes in twinned microstructures of ferromagnetic shape-memory materials. The remarkable phenomenon of giant magnetic field induced strain transformations in such ferromagnetic shape memory alloys as Ni-Mn-Ga, Ni-Mn-Al, or Fe-Pd arises as an interplay of two physical effects: (i) A martensitic transition creating competing phases, i.e. crystallographic domains or variants, which are crystallographically equivalent but have different orientation. (ii) High uniaxial magnetocrystalline anisotropy that pins the magnetization vectors along certain directions of these martensite variants. Then, an applied magnetic field can drive a microstructural transformation by which the martensitic twins, i.e. the different crystallographic domains, are redistributed in the martensitic state. Within the phenomenological (micromagnetic) theory the equilibrium parameters of multivariant stripe patterns have been derived as functions of the applied field for an extended single-crystalline plate. The calculated magnetic phase diagram allows to give a detailed description of the magnetic field-driven martensitic twin rearrangement in single crystals of magnetic shape-memory alloys. The analysis reveals the crucial role of preformed twins and of the dipolar stray-field energy for the magnetic-field driven transformation process in magnetic shape-memory materials. This work has been done in close collaboration with a group of experimentalists from Institute of Metallic Materials of IFW Dresden, Germany and San Jose Research Center of Hitachi Global Storage Technologies, United States. Comparisons between theoretical and experimental data from this cooperation are presented throughout this thesis as vital part of my work on these different subjects.

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