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Convective heat transport in a fluid layer of infinite Prandtl number: upper bounds for the case of rigid lower boundary and stress-free upper boundary

机译：无限普朗特数流体层中的对流传热：刚性下边界和无应力上边界的情况下的上限

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Nikolay Vitanov;
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年度 2007
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2. Convective heat transport in a fluid layer of infinite Prandtl number: upper bounds for the case of rigid lower boundary and stress-free upper boundary [J] . N. K. Vitanov The European physical journal, B. Condensed matter physics . 2000,第2期

机译：无限普朗特数流体层中的对流传热：刚性下边界和无应力上边界的上限
3. Upper bound on the heat transport in a layer of fluid of infinite Prandtl number, rigid lower boundary, and stress-free upper boundary [J] . Vitanov NK. Physical review, E. Statistical physics, plasmas, fluids, and related interdisciplinary topics . 2000,第1期

机译：无限普朗特数，刚性下边界和无应力上边界的流体层中热传递的上限
4. Convective heat transport in a rotating fluid layer of infinite Prandtl number: Optimum fields and upper bounds on Nusselt number - art. no. 026322 [J] . Vitanov NK. Physical review, E. Statistical physics, plasmas, fluids, and related interdisciplinary topics . 2003,第2aPta2期

机译：无限Prandtl数的旋转流体层中的对流传热：Nusselt数的最佳场和上限-艺术。没有。 026322
5. Numerical Investigation of the Upper Bounds on the Convective Heat Transport in a Heated from below Rotating Fluid Layer [C] . Nikolay Vitanov International Conference on Numerical Methods and Applications . 2011

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6. Turbulent Thermal Convection under Modified Boundary Conditions: An Experimental Study of Heat Transport and Boundary Layers. [D] . Wei, Ping. 2013

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7. MHD Free Convective Boundary Layer Flow of a Nanofluid past a Flat Vertical Plate with Newtonian Heating Boundary Condition [O] . Mohammed J. Uddin, Waqar A. Khan, Ahmed I. Ismail -1

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8. Upper bound on the heat transport in a layer of fluid of infinite Prandtl number with rigid lower boundary and stress-free upper boundary [O] . By Nikolay Vitanov 2007

机译：无限Prandtl数的流体层中具有刚性下边界和无应力上边界的传热上限
9. ON THE UPPER BOUNDING APPROACH TO THERMAL CONVECTION AT MODERATE RAY-LEIGH NUMBERS, II. RIGID BOUNDARIES [R] . Joe M. Straus 1975

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Convective heat transport in a fluid layer of infinite Prandtl number: upper bounds for the case of rigid lower boundary and stress-free upper boundary

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