| 1 |
Numerical investigation of heat transfer and pressure drop in nuclear fuel rod with three-dimensional surface roughness
Tikadar A, Najeeb U, Paul TC, Oudah SK, Salman AS, Abir AM, Carrilho LA, Khan JA
International Journal of Heat and Mass Transfer, 126, 493, 2018 |
| 2 |
Experimental studies on heat transfer and friction factor characteristics of twist inserted V-trough thermosyphon solar water heating system
Saravanan A, Senthilkumaar JS, Jaisankar S
Energy, 112, 642, 2016 |
| 3 |
Drag reduction and heat transfer characteristics of water flow through the tubes with superhydrophobic surfaces
Lv FY, Zhang P
Energy Conversion and Management, 113, 165, 2016 |
| 4 |
A note on explicit approximations to Colebrook's friction factor in rough pipes under highly turbulent cases
Brkic D
International Journal of Heat and Mass Transfer, 93, 513, 2016 |
| 5 |
Semi-local friction factor of turbulent gas flow through rectangular microchannels
Hong C, Nakamura T, Asako Y, Ueno I
International Journal of Heat and Mass Transfer, 98, 643, 2016 |
| 6 |
Numerical investigation of fully developed laminar flow in irregular annular ducts: Triangular-circular combinations
Ebaid MSY, Haddad OM, Batarseh LR
Energy Conversion and Management, 85, 511, 2014 |
| 7 |
A Resistance Model for Newtonian and Power-Law Non-Newtonian Fluid Transport in Porous Media
Tang GH, Lu YB
Transport in Porous Media, 104(2), 435, 2014 |
| 8 |
Numerical and experimental studies on laminar hydrodynamic and thermal characteristics in fractal-like microchannel networks. Part A: Comparisons of two numerical analysis methods on friction factor and Nusselt number
Zhang CP, Lian YF, Yu XF, Liu W, Teng JT, Xu TT, Hsu CH, Chang YJ, Greif R
International Journal of Heat and Mass Transfer, 66, 930, 2013 |
| 9 |
HEAT TRANSFER AND PRESSURE DROP CHARACTERISTICS IN TURBULENT FLOW THROUGH A TUBE
Bhuiya MMK, Ahamed JU, Sarkar MAR, Salam B, Masjuki HH, Kalam MA, Saidur R, Sayem ASM
Experimental Heat Transfer, 25(4), 301, 2012 |
| 10 |
If the Dittus and Boelter equation is really the McAdams equation, then should not the McAdams equation really be the Koo equation?
Williams WC
International Journal of Heat and Mass Transfer, 54(7-8), 1682, 2011 |
