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The whole spherical body is divided into three regions in terms of the flow characteristics: the critical band, which is the close vicinity surrounding the great circle perpendicular to the precession axis, the boundary layer, which is attached to the whole sphere surface and the inviscid region that occupies the majority of the sphere.
The analytic expressions, in the leading order of the asymptotic expansion, of the velocity field are obtained in the former two, whereas partial differential equations for the velocity field are derived in the latter, which are solved numerically.
Heretofore, Fluid Mechanics Research concentrated on publishing translations of important theoretical and experimental papers from the former Soviet Union.
Now, the broader Journal invites contributions in English from the entire international research community, but will continue to publish translations of seminal articles from the same institutions that have never appeared in Western literature as well as Japanese work that could otherwise escape notice.
Example systems are a liquid flowing through a pipe or capillary, air moving across an aeroplane wing, and plasma motion in a stars magnetic field.
The steady flow in a rotating sphere is investigated by asymptotic analysis in the limit of strong precession.For the past 20 years, Fluid Mechanics Research (prior to 1992 Fluid Mechanics-Soviet Research) has offered broad coverage of the entire field of fluid mechanics including flow of compressible and incompressible fluids, vapor-liquid and slurry flows, turbulence, waves, boundary layers, wakes, channel and nozzle flow, fluid-structure interaction, lubrication, flow in porous media, flow through turbo-machinery, aerodynamics and rheology as well as new and innovative measurement techniques.The journal's coverage is now being broadened to encompass research in the general area of transport phenomena where convective, diffusional and chemical reaction processes are important and to include biological systems as well as technological and geophysical systems.Fluid Mechanics Research has now merged with the Ts AGI Journal, a publication of the world-famous Central Aero-Hydrodynamics Institute in Russia.This will position the new International Journal of Fluid Mechanics Research (IJFMR) as a leading journal on the art and science of transport phenomena and its application to the understanding of complex technological systems while maintaining a balance between academic materials and practical applications.It publishes authoritative articles covering theoretical, computational and experimental investigations of all aspects of the mechanics of fluids.Each issue contains papers both on the fundamental aspects of fluid mechanics and on their applications to other fields such as aeronautics, astrophysics, biology, chemical and mechanical engineering, hydraulics, materials, meteorology, oceanography, geology, acoustics and combustion.Critical Rayleigh number R Bubble propagation in Hele-Shaw channels with centred constrictions Andrés Franco-Gómez, Alice B Thompson, Andrew L Hazel and Anne Juel Special issue celebrating the 30th anniversary of Fluid Dynamics Research We study the propagation of finite bubbles in a Hele-Shaw channel, where a centred occlusion (termed a rail) is introduced to provide a small axially uniform depth constriction.For bubbles wide enough to span the channel, the system's behaviour is similar to that of semi-infinite fingers and a symmetric static solution is stable.The Journal will assure that rapid turnaround and publication of English manuscripts will occur within six months after submission.The new International Journal of Fluid Mechanics Research will continue to deliver up-to-date research to a wide range of fluids professionals, including mechanical, chemical, nuclear, aeronautical and civil engineers, as well as physicists and mathematicians interested in fluid dynamics and transport phenomena. Chamkha This issue includes a set of papers presented at Special Session "Fluid Flow, Energy Transfer and Design" of the 12th International Conference on Diffusion in Solids and Liquids Andreas Ochsner, Luiz Alberto O.