... of the impacting particles. 01 12 2010 08 08 2011 18 11 2011 18 11 2011 finite difference methods flow simulation fractals heat transfer thermal conductivity thermal diffusion two-phase flow heat transfer particle impact asymptotic method Fourier number There have...

... 2010 25 08 2010 03 11 2010 03 11 2010 computational fluid dynamics convection differential equations diffusion fractals laminar flow mass transfer rotational flow shear flow cone-and-plate device rotating disk heat and mass transfer efficiency Cone...

... 2010 03 08 2010 boundary layer turbulence external flows fractals heat transfer mass transfer shear turbulence turbulent flow wall shear Clauser technique boundary layer scaling laws The two-dimensional turbulent boundary layer (2DTBL) on a stationary flat surface can...

... the nanoparticles stay dispersed in the base fluid, form large aggregates, or assume a percolating fractal configuration. The experimental data, which are strikingly analogous to those in most solid composites and liquid mixtures, provide strong evidence for the classical nature of thermal conduction in nanofluids...

...Fengshan Liu; Gregory J. Smallwood The radiative properties of numerically generated fractal soot aggregates were studied using the numerically accurate generalized multisphere Mie-solution method. The fractal aggregates investigated in this study contain 10–600 primary particles of 30 nm...

...Mingqing Zou; Boming Yu; Jianchao Cai; Peng Xu A random number model based on fractal geometry theory is developed to calculate the thermal contact conductance (TCC) of two rough surfaces in contact. This study is carried out by geometrical and mechanical investigations. The present study reveals...

...Ali Y. Alharbi; Deborah V. Pence, Associate Professor; Rebecca N. Cullion Heat transfer through a fractal-like branching flow network is investigated using a three-dimensional computational fluid dynamics approach. Results are used for the purpose of assessing the validity of, and providing insight...

... not state that the theory comes from Bejan, and that it is called constructal theory. boiling self-assembly fractals 2004 American Society of Mechanical Engineers ...

... in Boiling Systems” by L. H. Chai and M. Shoji published on Journal of Heat Transfer, June 2002, pp. 515–507. fractals heat transfer boiling 2004 American Society of Mechanical Engineers ...

...Tanmay Basak boiling heat transfer bubbles fractals Chai and Shoji 1 tried to analyze the boiling systems at a microscopic level. Their analysis on microscopic scale attempted to explain the boiling phenomena in presence of nonlinear effects...

...Signe Kjelstrup; Dick Bedeaux boiling fractals heat transfer The article by Chai and Shoji 1 appears to claim an original non-equilibrium statistical theory for self-organized boiling. We question both their claims, and also whether the non-equilibrium...

.... boiling heat transfer fractals The subject paper provides yet another interesting application of what has come to be known as constructal theory. However, the paper presents only an application and not a general theory. This is because, constructal theory...

...L. H. Chai; M. Shoji boiling heat transfer fractals renormalisation thermodynamics two-phase flow From 1970s, urban evolution was a typical dissipative example even. We can find it in many books on self-organization; especially the self-organization...

...Boming Yu; Ping Cheng, Fellow ASME In this paper, a fractal model for nucleate pool boiling heat transfer is developed based on the fractal distribution of sites (areas) of nucleation sites on boiling surfaces. Algebraic expressions for the fractal dimension and area fraction of nucleation sites...