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Jahresbericht der Deutschen Mathematiker-Vereinigung. Deutsche Mathematiker-Vereinigung最新文献

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David Hilbert: Die Theorie der algebraischen Zahlkörper
Franz Lemmermeyer
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引用次数: 0
D.-A. Geba, M. G. Grillakis: An Introduction to the Theory of Wave Maps and Related Geometric Problems 的预算。格巴,M. G. Grillakis:《波映射理论及相关几何问题导论》
M. Struwe
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引用次数: 2
Mathematics and the Life-Sciences: A Personal Point of View 数学与生命科学:个人观点
A. Stevens
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引用次数: 5
Wolf Barth (1942–2016) 沃尔夫·巴斯(1942-2016)
Thomas Bauer, K. Hulek, S. Rams, A. Sarti, T. Szemberg
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引用次数: 0
How to Depict 5-Dimensional Manifolds 如何描绘五维流形
H. Geiges
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引用次数: 3
Reinhard Kahle, Michael Rathjen (eds.): “Gentzen’s Centenary, The Quest for Consistency” Reinhard Kahle, Michael Rathjen(编):《根岑的百年,对一致性的追求》
W. Sieg
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引用次数: 0
Donald Yau: “Colored Operads” 唐纳德·尤:“有色人种通行证”
N. Gurski
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引用次数: 0
Jean Leray: Sur le mouvement d’un liquide visqueux emplissant l’espace. 让·勒雷:一种充满空间的粘性液体的运动。
Reinhard Farwig
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引用次数: 0
Resonance meets homogenization - Construction of meta-materials with astonishing properties 共振满足均质化——具有惊人性能的超材料的构建
B. Schweizer
Meta-materials are assemblies of small components. Even though the single component consists of ordinary materials, the meta-material may behave effectively in a way that is not known from ordinary materials. In this text, we discuss some meta-materials that exhibit unusual properties in the propagation of sound or light. The phenomena are based on resonance effects in the small components. The small (sub-wavelength) components can be resonant to the wave-length of an external field if they incorporate singular features such as a high contrast or a singular geometry. Homogenization theory allows to derive effective equations for the macroscopic description of the meta-material and to verify its unusual properties. We discuss three examples: Sound-absorbing materials, optical materials with a negative index of refraction, perfect transmission through grated metals.
超材料是小部件的集合。即使单一组件由普通材料组成,超材料也可能以一种普通材料所不知道的方式有效地表现出来。在本文中,我们讨论了一些在声音或光的传播中表现出不同寻常特性的超材料。这些现象是基于小分量的共振效应。小的(亚波长)组件可以与外场的波长共振,如果他们结合了单一的特征,如高对比度或单一的几何形状。均质化理论允许推导出有效的方程来描述超材料的宏观特性,并验证其不寻常的特性。我们讨论了三个例子:吸声材料,具有负折射率的光学材料,通过光栅金属的完美传输。
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引用次数: 21
Konrad Jacobs (1928–2015)
Ernst Eberlein, Hans Föllmer, Michael Keane, U. Krengel, Volker Strassen
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引用次数: 0
期刊
Jahresbericht der Deutschen Mathematiker-Vereinigung. Deutsche Mathematiker-Vereinigung
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