000 | 02007 a2200205 4500 | ||
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005 | 20180910163538.0 | ||
008 | 180910b xxu||||| |||| 00| 0 eng d | ||
020 | _a9789813237797 | ||
040 | _cIIT Kanpur | ||
041 | _aeng | ||
082 |
_a530.1 _bV59p |
||
100 | _aVerma, Mahendra K. | ||
245 |
_aPhysics of Buoyant flows _bfrom instabilities to turbulence _cMahendra Kumar Verma |
||
260 |
_aNew Jersey _bWorld Scientific _c2018 |
||
300 | _axxiv, 327p | ||
520 | _aGravity pervades the whole universe; hence buoyancy drives fluids everywhere including those in the atmospheres and interiors of planets and stars. Prime examples of such flows are mantle convection, atmospheric flows, solar convection, dynamo process, heat exchangers, airships and hot air balloons. In this book we present fundamentals and applications of thermal convection and stratified flows. Buoyancy brings in extremely rich phenomena including waves and instabilities, patterns, chaos, and turbulence. In this book we present these topics in a systematic manner. First we present a unified treatment of linear theory that yields waves and thermal instability for stably and unstably-stratified flows respectively. We extend this analysis to include rotation and magnetic field. We also describe nonlinear saturation and pattern formation in Rayleigh-B nard convection. The second half of the book is dedicated to buoyancy-driven turbulence, both in stably-stratified flow and in thermal convection. We describe the spectral theory including energy flux and show that the thermally-driven turbulence is similar to hydrodynamic turbulence. We also describe large-scale quantities like Reynolds and Nusselt numbers, flow anisotropy, and the dynamics of flow structures, namely flow reversals. Thus, this book presents all the major aspects of the buoyancy-driven flows in a coherent manner that would appeal to advanced graduate students and researchers. | ||
650 | _aPhysics | ||
650 | _aBuoyant flows | ||
942 | _cTXT | ||
999 |
_c559206 _d559206 |