剑桥大学出版社期刊
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作者:Ke-Qing Xia
来源:[J].Journal of Fluid Mechanics(IF 2.183), 2019, Vol.876, pp.1-4Cambridge U Press
摘要:$1/2$
作者:... Kai Leong Chong , Guang-Yu Ding , Ke-Qing Xia
来源:[J].Journal of Fluid Mechanics(IF 2.183), 2019, Vol.870, pp.519-542Cambridge U Press
摘要:$Ha$]]> (characterising the strength of the stabilising Lorentz force), we find an enhancement of heat transport (as characterised by the Nusselt number ). Furthe...
作者:Lu Zhang , Kai Leong Chong , Ke-Qing Xia
来源:[J].Journal of Fluid Mechanics(IF 2.183), 2019, Vol.874, pp.1041-1056Cambridge U Press
摘要:$Nu_{T}$]]> ) and water vapour ( ) are essentially determined by a generalized Grashof number ...
作者:... Shi-Di Huang , Ke-Qing Xia , Heng-Dong Xi
来源:[J].Journal of Fluid Mechanics(IF 2.183), 2019, Vol.877Cambridge U Press
摘要:$Ra$]]> ) dependence of the reversal rate with two distinct scalings: for ...
作者:... Bu-Ying-Chao Cheng , Yun-Bing Hu , Ke-Qing Xia
来源:[J].Journal of Fluid Mechanics(IF 2.183), 2019, Vol.878Cambridge U Press
摘要:$\unicode[STIX]{x1D70E}_{T}$]]> and the r.m.s. velocity in the bulk of Rayleigh–Bénard turbulence, using new experimental data from the cu...
作者:Rui Ni , Shi-Di Huang , Ke-Qing Xia
来源:[J].Journal of Fluid Mechanics(IF 2.183), 2012, Vol.692, pp.395-419Cambridge U Press
摘要:Abstract We report the first experimental study of Lagrangian acceleration in turbulent Rayleigh–Bénard convection, using particle tracking velocimetry. A method has been developed to quantitatively evaluate and eliminate the uncertainties induced by temperature and refracti...
作者:Matthias Kaczorowski , Ke-Qing Xia
来源:[J].Journal of Fluid Mechanics(IF 2.183), 2013, Vol.722, pp.596-617Cambridge U Press
摘要:Abstract The Rayleigh number ( $\mathit{Ra}$ ) scaling of the global Bolgiano length scale ...

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