Results 11 to 20 of about 5,376,768 (285)
Membranes, 2022 Liquid-liquid phase-separating lipid membranes belong to the 2-D Ising universality class. While their in-plane critical behaviors are well studied, how the behaviors modulate out-of-plane interactions is rarely explored, despite its profound ...
Ting Hsuan Ko, Yi-Fan Chen
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In-plane uniaxial pressure-induced out-of-plane antiferromagnetic moment and critical fluctuations in BaFe2As2 [PDF]
Nature Communications, 2020 BaFe2As2 is a parent compound for iron based superconductors, and this has motivated extensive study of its magnetic and electronics properties. Here, using neutron polarisation analysis, the authors demonstrate the critical importance of spin-orbit ...
Panpan Liu +15 more
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Diffraction by an acoustically penetrable or an electromagnetically dielectric half plane II [PDF]
, 1989 The present work gives a mathematical model for an acoustically penetrable or electromagnetically dielectric half plane. An approximate boundary condition is derived which depends on the thickness of, and the material constants which constitutes, the ...
Rawlins, A D
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Critical loci of convex domains in the plane [PDF]
Indagationes Mathematicae, 2021 Let $K$ be a bounded convex domain in $\mathbb{R}^2$ symmetric about the origin. The critical locus of $K$ is defined to be the (non-empty compact) set of lattices $Λ$ in $\mathbb{R}^2$ of smallest possible covolume such that $Λ\cap K= \lbrace 0\rbrace$.
Dmitry Kleinbock +2 more
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Plane wave diffraction by a rational wedge [PDF]
, 1986 In this paper new expressions for the acoustic field produced when a plane wave source of sound is diffracted by a soft, hard or mixed soft/hard wedge whose angle can be expressed as a rational multiple of are given. The solution is expressed in terms of
Rawlins, A D
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Critical exponents of plane meanders [PDF]
Journal of Physics A: Mathematical and General, 2000 8 pages, 4 eps ...
Jensen, Iwan, Guttmann, Anthony J.
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Michigan Mathematical Journal, 1991 For a smooth \((C^ \infty)\) function \(f:\mathbb{R}^ m\to\mathbb{R}\) consider its critical set cp\((f)=\{x\in\mathbb{R}^ m:(Df)_ x=0\}\). A subset \(C\subset\mathbb{R}^ m\) is critical if \(C=\text{cp}(f)\) for some smooth \(f:\mathbb{R}^ m\to\mathbb{R}\), and it is properly critical if such an \(f\) exists which is proper.
Norton, Alec, Pugh, Charles
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Slow motion of a sphere towards a plane through confined non-Newtonian fluid [PDF]
, 2011 The time needed for the contact of two spheres or a sphere with a rigid plane is mainly controlled by the hydrodynamic drainage of the film located in the gap as long as its thickness is out of range of the Van der Waals interactions.
AMBARI, Abdelhak +3 more
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Multiaxial high-cycle fatigue modelling for random loading [PDF]
MATEC Web of Conferences, 2019 In this paper, a multiaxial fatigue life prediction model is proposed under general multiaxial random loadings. First, a brief review for existing multiaxial fatigue models is given and special focus is on the LiuMahadevan critical plane concept, which ...
Wei Haoyang +6 more
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Fractal and Fractional, 2022 To study the influence of the fractal distribution of particle size on the critical state characteristics of calcareous sand, a type of calcareous sand from a certain reef of the South China Sea was used in this study.
Xue Shen +3 more
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