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  • 醉染图书湍流十讲9787560372655
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    • 作者: (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)著 | (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)编 | (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)译 | (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)绘
    • 出版社: 哈尔滨工业大学出版社
    • 出版时间:2018-05-01
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    • 作者: (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)著| (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)编| (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)译| (英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)绘
    • 出版社:哈尔滨工业大学出版社
    • 出版时间:2018-05-01
    • 版次:1
    • 印次:1
    • 字数:694千字
    • 页数:492
    • 开本:16开
    • ISBN:9787560372655
    • 版权提供:哈尔滨工业大学出版社
    • 作者:(英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)
    • 著:(英)皮特·戴维森(Peter A.Davidson),(日)金田行雄,(美)凯特派立·斯尼华申(Katepalli R.Sreenivasan)
    • 装帧:平装
    • 印次:1
    • 定价:108.00
    • ISBN:9787560372655
    • 出版社:哈尔滨工业大学出版社
    • 开本:16开
    • 印刷时间:暂无
    • 语种:暂无
    • 出版时间:2018-05-01
    • 页数:492
    • 外部编号:1201842293
    • 版次:1
    • 成品尺寸:暂无

    Preface
    Contributors
    1 Small-Scale Statistics and Structure of Turbulence - in the Light of High Resolution Direct Numerical Simulation
    1.1 Introduction
    1.2 Background supporting the idea of universality
    1.3 Examination of the ideas underlying the 4/5 law
    1.4 Intermittency of dissipation rate and velocity gradients
    1.5 Local structure
    1.6 Inertial subrange
    1.7 Concluding remarks
    References
    2 Structure and Dynamics of Vorticity in Turbulence
    2.1 Introduction
    2.2 Basic relations
    . Temporal growth of vorticity
    2,4 Spatial structure of the turbulent vorticity field
    2.5 Vorticity statistics in turbulence
    References
    3 Passive Scalar Transport in Turbulence: A Computational Perspective
    3.1 Introduction
    3.2 Computational perspective
    3.3 Background theory
    3.4 Approach to low-order asymptotic state
    3.5 High-order statistics: fine-scale structure and intermittency
    3.6 Concluding remarks
    References
    4 A Lagrangian View of Turbulent Dispersion and Mixing
    4.1 Introduction
    4.2 Single particle motion and absolute dispersion
    4.3 Two particle motion and relative dispersion
    4.4 n-particle statistics
    4.5 Conclusions
    References
    5 The Eddies and Scales of Wall Turbulence
    5.1 Introduction
    5.2 Background
    5.3 Scales of coherent structures in wall turbulence
    5.4 Relationship between statistical fine-scales and eddy scales
    5.5 Summary and conclusions
    References
    6 Dynamics of Wall-Bounded Turbulence
    6.1 Introduction
    6.2 The classical theory of wall-bounded turbulence
    6.3 The dynamics of the near-wall region
    6.4 The logarithmic and outer layers
    6.5 Coherent structures and dynamical systems
    6.6 Conclusions
    References
    7 Recent Progress in Stratified Turbulence
    7.1 Introduction
    7.2 Scaling, cascade and spectra
    7.3 Numerical simulations
    7.4 Laboratory experiments
    7.5 Field data
    7.6 Conclusions
    Appendix
    References
    8 Rapidly-Rotating Turbulence: An Experimental Perspective
    8.1 The evidence of the eary xermets
    8.2 Background: inertial waves and the formation of Taylor columns
    8.3 The spontaneous growth of Taylor columns from compact eddies at low Ro
    8.4 Anisotropic structuring via nonlinear wave interactions: resonant triads
    8.5 Recent experimental evidence on inertial waves and columnar vortex formation
    8.6 The cyclone-anticyclone asymmetry: speculative cartoons
    8.7 The rate of energy decay
    8.8 Concluding remarks
    References
    9 MHD Dynamos and Turbulence
    9.1 Introduction
    9.2 Dynamo
    9.3 Mean field
    9.4 Conclusions
    References
    10 How Similar is ntum Turbulence to Classical Turbulence?
    10.1 Introduction
    10.2 Preliminary remarks on decaying T
    10.3 Comparisons between T and HIT: energy spectrum
    10.4 Decaying vorticity
    10.5 Decay of HIT when the shape of the energy spectra matters
    10.6 Effective viscosity
    10.7 Conclusions
    References
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