Results 201 to 210 of about 122,261 (251)
Near-surface structural imaging of Tehran uppermost crust for urban seismic hazard. [PDF]
Motavalli-Anbaran SJ +5 more
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Mode localization in chiral periodic approximants of Fibonacci magnonic superlattices. [PDF]
Flores-Farías J +6 more
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Transient cytoskeletal anisotropy encodes short-term mechanical memory
Gomez-Cruz C +5 more
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Pairing anisotropy and macroscopic anisotropy of superconductors
Physical Review B, 1990Macroscopic properties of the superconductivity are investigated in the tight-binding picture taking account of the intersite pairing as well as the on-site pairing. We discuss the case of a layered material, a cubic material, and a quasi-one-dimensional material.
, Suwa, , Tsukada
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Shape anisotropy: tensor distance to anisotropy measure
SPIE Proceedings, 2011Fractional anisotropy, defined as the distance of a diffusion tensor from its closest isotropic tensor, has been extensively studied as quantitative anisotropy measure for diffusion tensor magnetic resonance images (DT-MRI). It has been used to reveal the white matter profile of brain images, as guiding feature for seeding and stopping in fiber ...
Yonas T. Weldeselassie +2 more
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Electrical Magnetochiral Anisotropy
Physical Review Letters, 2001Physical Review ...
Rikken, G., Foelling, J., Wyder, P.
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Annual Review of Materials Research, 2008
Wetting of single-crystal surfaces of metallic solids and oxides by liquid metals and alloys is anisotropic because of the anisotropy of the energies of solid surfaces and of their interfaces with liquids. To provide a basis for a discussion of wetting anisotropy, we review first the literature on surface and interfacial energies in metal-metal and ...
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Wetting of single-crystal surfaces of metallic solids and oxides by liquid metals and alloys is anisotropic because of the anisotropy of the energies of solid surfaces and of their interfaces with liquids. To provide a basis for a discussion of wetting anisotropy, we review first the literature on surface and interfacial energies in metal-metal and ...
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2015
Abstract Optical anisotropic materials have an index of refraction that varies with the propagation direction in the material. These materials are said to be birefringent. In an anisotropic material, the two vectors E and D are no longer parallel to one another, requiring the use of tensors to describe birefringence.
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Abstract Optical anisotropic materials have an index of refraction that varies with the propagation direction in the material. These materials are said to be birefringent. In an anisotropic material, the two vectors E and D are no longer parallel to one another, requiring the use of tensors to describe birefringence.
openaire +2 more sources

