The structures of n soliton in superfluid 3He-B phase in slab geometry are studied. In the geometry, there are four degenerate equilibrium directions of the n vector, which allows the n soliton (domain wall) separating two domains with different directions of n. We get the structure of the soliton b
Magnetic properties of superfluid helium-3 in slab geometry
β Scribed by Ryszard Gonczarek
- Publisher
- Elsevier Science
- Year
- 1991
- Tongue
- English
- Weight
- 147 KB
- Volume
- 169
- Category
- Article
- ISSN
- 0921-4526
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π SIMILAR VOLUMES
We have derived a system of coupled equations for the order parameter, effective magnetic field and unified expression for the magnetic susceptibility for nonunitary superfluid phases aHe -A2, 3He -AI and nonunitary 2D-phase of 3He with spin-triplet p-wave pairing in sufficiently strong static unifo
By path integration method developed by Brusov and Popov earlier we investigated the influence of textures on collective excitations in superfluid He-3. For arbitrary textures we have obtained the quadratic form of the hydrodynamic action functional, which determined the collective mode spectrum. Us
## Abstract This paper deals with regularity properties of solutions to Cauchy problems governed by oneβdimensional transport equations for a wide class of anisotropic scattering operators and a variety of boundary conditions which cover, in particular, the classical known ones. Under adequate assu