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標(biāo)題: Titlebook: An Introduction to the Mathematical Theory of Dynamic Materials; Konstantin A. Lurie Book 2017Latest edition Springer International Publis [打印本頁]

作者: invigorating    時(shí)間: 2025-3-21 16:53
書目名稱An Introduction to the Mathematical Theory of Dynamic Materials影響因子(影響力)




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書目名稱An Introduction to the Mathematical Theory of Dynamic Materials讀者反饋學(xué)科排名





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Rectangular Material Structures in Space-Time,pattern of the wave routes that allows the energy to be pumped into the wave from outside but never permits its back into the environment. The material of this chapter is directly focused onto practical implementation, both in electromagnetic and mechanical setups.
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Monographien zur Chemischen Apparaturistics of the same family do not collide, for irregular laminates, they do. Homogenization applies to regular activated laminates, and their effective properties are discussed in detail. Special attention is paid to the analysis of energy balance through homogenization.
作者: Harass    時(shí)間: 2025-3-22 23:21
https://doi.org/10.1007/978-3-662-34085-1atial-temporal entities, receive the sense of conceptually relativistic formations, though they certainly do not necessarily require relativistic material velocities. Laminates, this time activated and kinetic, are given further investigation, particularly, from the viewpoint of the energy transformation and performance.
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An Activated Elastic Bar: Effective Properties,istics of the same family do not collide, for irregular laminates, they do. Homogenization applies to regular activated laminates, and their effective properties are discussed in detail. Special attention is paid to the analysis of energy balance through homogenization.
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Monographien zur Chemischen Apparatursses is discussed in detail; it illustrates the way of relaxation of an optimal problem totally different from the homogenization procedure traditionally applicable in statics. Particularly, this result indicates that homogenization in material dynamics is of limited significance compared to its role in statics.
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On Material Optimization in Continuum Dynamics,sses is discussed in detail; it illustrates the way of relaxation of an optimal problem totally different from the homogenization procedure traditionally applicable in statics. Particularly, this result indicates that homogenization in material dynamics is of limited significance compared to its role in statics.
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Konstantin A. LurieNew edition focuses on the differences between material optimization techniques in statics and dynamics.Discusses general features of dynamic materials as thermodynamically open systems.Equips reader
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https://doi.org/10.1007/978-3-662-34085-1ies. Among other things, it rigorously explains the classification of DM into activated and kinetic introduced before in Chapter?. Also, the DM, as spatial-temporal entities, receive the sense of conceptually relativistic formations, though they certainly do not necessarily require relativistic mate
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https://doi.org/10.1007/978-3-662-34085-1e. It begins with the conservation law of the wave impedance through one-dimensional wave propagation along a DM-polycrystal. This is a kinetic laminate assembled in 1D + time of fragments of the same dielectric brought into a relative longitudinal motion. This conservation law is then extended to a
作者: crease    時(shí)間: 2025-3-25 09:43
https://doi.org/10.1007/978-3-662-34085-1 equation with coefficients variable in 1D + time, there is suggested a special dynamic structure (spatial-temporal rectangular ”checkerboard”) that may support the energy accumulation in waves traveling through it. Energy is concentrated in progressively sharpening pulses carrying high (theoretical
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978-3-319-88003-7Springer International Publishing AG 2017
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A General Concept of Dynamic Materials,l framework and the mass/momentum/energy fluxes between it and the environment. It is a thermodynamically open system supported by a non-stop exchange of said quantities..Two conceptually different types of DM (activated and kinetic) are introduced in this chapter on the intuitive basis (this classi
作者: 繁榮地區(qū)    時(shí)間: 2025-3-26 04:59
An Activated Elastic Bar: Effective Properties,to regular and irregular, depending on the characteristic pattern produced by material and structural parameters. For regular laminates, the characteristics of the same family do not collide, for irregular laminates, they do. Homogenization applies to regular activated laminates, and their effective
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Rectangular Material Structures in Space-Time, equation with coefficients variable in 1D + time, there is suggested a special dynamic structure (spatial-temporal rectangular ”checkerboard”) that may support the energy accumulation in waves traveling through it. Energy is concentrated in progressively sharpening pulses carrying high (theoretical
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Book 2017Latest editionerspectives: ability to appear in dissimilar implementations, universality as formations that are thermodynamically open, and unusual effects supported by dynamic materials in mechanical and electromagnetic implementations. Special effects accompanying the wave propagation through material geometrie
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