Heat transfer handbook

By A. Bejan, A. Kraus. 2003

1,495 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/5e8406edaa843f628be51bb4f2f9ccce87b65ccb

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Citations in the corpus

Graphdiyne: a two-dimensional thermoelectric material with high figure of merit (2015, methodology): “iscuss the heat transport coefficients of GDY, which consists of the electronic thermal conductivity κe and the lattice part κl. In the present work, κe is calculated by using the Wiedemann-Franz law [35]: e LT (2) Here the Lorenz number L for two-dimensional systems can be expressed as [36]: 2 1 2 ”
Enhanced bubble nucleation and liquid rewetting for highly efficient boiling heat transfer on two-level hierarchical surfaces with patterned copper nanowire arrays (2017, unknown): “The departure diameter of bubbles Dd can be estimated by the Fritz equation [50], ⎡ ⎣⎢ ⎤ ⎦⎥ D θ = 0.”
Critical Review of Thermal Conductivity Models for Unsaturated Soils (2015, unknown): “Source Bejan and Kraus (2003) Geotech Geol Eng (2015) 33:207–221 209”
Single-phase heat transfer in microchannels The importance of scaling effects (2009, background): “For turbulent flows, the entry lengths are considerably shorter than their laminar flow counterparts [60] and correlations for fully developed flows are usually employed.”
Natural convection heat transfer from inclined plate-fin heat sinks (2013, unknown): “Later, Bejan and Kraus [27] recommended the cosine modification up to 60°.”
Convective heat transfer characteristics of magnetite nanofluid under the influence of constant and alternating magnetic field (2015, result): “The results have been compared with the predictions of thewell-known Shah equation [24] for laminar flow under the constant heat flux boundary condition, as shown in Fig.”
A review of models for effective thermal conductivity of composite materials (2014, background): “Table 3: Values of A for several Dispersed Types [24]”