1 |
Variable diffusivity homogeneous surface diffusion model and analysis of merits and fallacies of simplified adsorption kinetics equations Inglezakis VJ, Fyrillas MM, Park J Journal of Hazardous Materials, 367, 224, 2019 |
2 |
Critical Depth of Buried Isothermal Circular Pipes Fyrillas MM Heat Transfer Engineering, 39(1), 51, 2018 |
3 |
Adsorption fixed beds modeling revisited: Generalized solutions for S-shaped isotherms Inglezakis VJ, Fyrillas MM Chemical Engineering Communications, 204(11), 1299, 2017 |
4 |
Two step sintering process and metal grid design optimization for highly efficient ITO free organic photovoltaics Neophytou M, Georgiou E, Fyrillas MM, Choulis SA Solar Energy Materials and Solar Cells, 122, 1, 2014 |
5 |
Optimum isothermal surfaces that maximize heat transfer Leontiou T, Kotsonis M, Fyrillas MM International Journal of Heat and Mass Transfer, 63, 13, 2013 |
6 |
Critical insulation thickness of a rectangular slab embedded with a periodic array of isothermal strips Fyrillas MM, Stone HA International Journal of Heat and Mass Transfer, 54(1-3), 180, 2011 |
7 |
Shape factor and shape optimization for a periodic array of isothermal pipes Fyrillas MM International Journal of Heat and Mass Transfer, 53(5-6), 982, 2010 |
8 |
Numerical calculation of mass transfer from elliptical pools in uniform flow using the boundary element method Fyrillas MM, Kontoghiorghes EJ Transport in Porous Media, 55(1), 91, 2004 |
9 |
Mass transfer coefficient and concentration boundary layer thickness for a dissolving NAPL pool in porous media Chrysikopoulos CV, Hsuan PY, Fyrillas MM, Lee KY Journal of Hazardous Materials, 97(1-3), 245, 2003 |
10 |
Conductive heat transport across rough surfaces and interfaces between two conforming media Fyrillas MM, Pozrikidis C International Journal of Heat and Mass Transfer, 44(9), 1789, 2001 |