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Paper Title
Compressible And Incompressible Effects Related With Navier-Stokes Equation
  Jai Prakash Singh

This paper reveals that the thermal noise implies large fluctuations of the phase-angle difference between the rotors, but synchronization prevails and the ensemble-averaged time dependence of the phase-angle difference agrees well with analytical predictions. Moreover, we demonstrate that compressibility effects lead to longer synchronization times. In addition, the relevance of the inertia terms of the Navier–Stokes equation are discussed, specifically the linear unsteady acceleration term characterized by the oscillatory Reynolds number ReT. We illustrate the continuous breakdown of synchronization with the Reynolds number ReT, in analogy to the continuous breakdown of the scallop theorem with decreasing Reynolds number.

Keywords- Navier-Stokes, Reynolds number, compressible, incompressible, etc.
Publication Details
Unique Identification Number - IJEDR1904055
Page Number(s) - 308-312
Pubished in - Volume 7 | Issue 4 | October 2019
DOI (Digital Object Identifier) -   
Publisher - IJEDR (ISSN - 2321-9939)
Cite this Article
  Jai Prakash Singh,   "Compressible And Incompressible Effects Related With Navier-Stokes Equation", International Journal of Engineering Development and Research (IJEDR), ISSN:2321-9939, Volume.7, Issue 4, pp.308-312, October 2019, Available at :http://www.ijedr.org/papers/IJEDR1904055.pdf
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