Global stability analysis of shear flows

By:

Bhoraniya, Rameshkumar

Contributor(s):

Swaminathan, Gayathri [Co-author]

Material type: Book

BookSeries: Springer Tracts in Mechanical Engineering (STME)Publication details: Singapore, Springer: 2023Description: xiv, 221p.; hbk.;col. ill. 24 cmISBN:

9789811995736

Subject(s):

Solid Mechanics

DDC classification:

620.106 BHO

Summary: This book presents the fundamentals and advanced research on the global stability analysis of the shear flows. The contents investigate the results of global stability analysis for different configurations of internal and external shear flows. The topics covered are global stability analysis of converging-diverging channel flows, axisymmetric boundary layer developed on a circular cylinder, cone and inclined flat-plate boundary layer, and wall jets. It further explains the effect of divergence, convergence, transverse curvature, and pressure gradients on the global stability of the different configurations of shear flows. The book is a valuable reference for beginners, researchers, and professionals working in the field of aerodynamics and marine hydrodynamics. https://link.springer.com/book/10.1007/978-981-19-9574-3

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This book presents the fundamentals and advanced research on the global stability analysis of the shear flows. The contents investigate the results of global stability analysis for different configurations of internal and external shear flows. The topics covered are global stability analysis of converging-diverging channel flows, axisymmetric boundary layer developed on a circular cylinder, cone and inclined flat-plate boundary layer, and wall jets. It further explains the effect of divergence, convergence, transverse curvature, and pressure gradients on the global stability of the different configurations of shear flows. The book is a valuable reference for beginners, researchers, and professionals working in the field of aerodynamics and marine hydrodynamics.

https://link.springer.com/book/10.1007/978-981-19-9574-3

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