In addition, the particle size and crystal morphology affect the coercivity in the order: spheres < cubes < octahedral in line with the increase in the number of magnetic axes along this series of shapes [4].
In the spherically symmetric nanoshells, multipoles of the primitive plasmon modes can interact only with modes of the same order: dipolar sphere modes hybridize only with dipolar cavity modes, for example.
The planetary spheres were arranged outwards from the spherical, stationary Earth at the centre of the universe in this order: the spheres of the Moon, Mercury, Venus, Sun, Mars, Jupiter, and Saturn.
In this paper, we present a first-order hard sphere perturbation theory of nonideal ternary fluid mixtures.
In this paper, a previously developed first-order hard sphere perturbation theory of a ternary fluid mixture (Fotouh and Shukla, 1996, Chem. Engng Sci.51, 4923 4931) is applied to predict excess properties of a real ternary fluid mixture using a theoretically consistent combination rule.
The microstructure of the as-prepared cathode revealed three-dimensionally (3D) ordered hollow spheres connected by cylindrical tubes.
A monolayer of highly ordered PS spheres were first self-assembled on water surface using a technique reported by Rybczynski et al. [9] as below.
We report experimental results of pressure-induced ordering of spheres on body-centered cubic (bcc) superlattice in a microphase-separated polystyrene-block-poly ethylene-co-but-1-ene -block-polystyrene (SEBS) triblock copolystyrene-block-poly ethylene-co-but-1-ene -block-polystyrene
However, Grosseteste's reasoning only works if there is the right number of properly ordered celestial spheres — and this only happens in the simulations if there are very specific starting points.
To determine interfacial θ-values, the solvent-accessible envelope of the protein surface [16], [17] is covered by a minimal set of water-confining osculating (first-order contact) spheres whose radius θ coincides with the envelope curvature radius at the point of contact.
The magnitude of U and hfp associated with the three shapes varied in the following order: cube > sphere > cylinder.
