By Bijay Sultanian

ISBN-10: 1466598980

ISBN-13: 9781466598980

Fluid Mechanics: An Intermediate Approach addresses the issues dealing with engineers at the present time by means of taking up functional, instead of theoretical difficulties. rather than following an technique that makes a speciality of arithmetic first, this e-book permits you to strengthen an intuitive actual knowing of assorted fluid flows, together with inner compressible flows with simultaneous sector switch, friction, warmth move, and rotation. Drawing on over forty years of and instructing event, the writer emphasizes physics-based analyses and quantitative predictions wanted within the state of the art thermofluids learn and commercial layout functions. a number of worked-out examples and illustrations are utilized in the ebook to illustrate numerous problem-solving techniques.



The e-book covers compressible movement with rotation, Fanno flows, Rayleigh flows, isothermal flows, basic shocks, and indirect shocks; Bernoulli, Euler, and Navier-Stokes equations; boundary layers; and movement separation.




  • Includes value-added chapters on designated issues that mirror the cutting-edge in layout purposes of fluid mechanics

  • Contains a value-added bankruptcy on incompressible and compressible move community modeling and powerful resolution tools no longer present in any prime e-book in fluid mechanics

  • Gives an summary of CFD expertise and turbulence modeling with no its complete mathematical details

  • Provides an outstanding assessment and reinforcement of the physics-based figuring out of incompressible and compressible flows with many worked-out examples and difficulties from real-world fluids engineering applications



Fluid Mechanics: An Intermediate Approach uniquely aids within the intuitive figuring out of assorted fluid flows for his or her physics-based analyses and quantitative predictions wanted within the cutting-edge thermofluids examine and business layout applications.

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Fluid Mechanics: An Intermediate Approach by Bijay Sultanian


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