Abstract
The flow of a linearly viscous fluid between two disks rotating about two distinct vertical axes is studied. An approximate analytical solution is obtained by taking into account the case of rotation with a small angular velocity difference. It is shown how the velocity components depend on the position, the Reynolds number, the eccentricity, the ratio of angular speeds of the disks, and the parameters satisfying the conditionsu=0andν=0in midplane.
Keywords
Eccentricity (behavior)
Angular velocity
Rotation (mathematics)
Flow (mathematics)
Algorithm
Physics
Geometry
Mechanics
Mathematics
Classical mechanics
Subject Areas
Fluid Dynamics and Turbulent Flows
·Computational Mechanics ·Physical Sciences
Fluid Dynamics and Vibration Analysis
·Computational Mechanics ·Physical Sciences
Rheology and Fluid Dynamics Studies
·Fluid Flow and Transfer Processes ·Physical Sciences
Citations by Year
2012: 2
2013: 1
2014: 2
2015: 2
2016: 2
2017: 1
2021: 1
2023: 1
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