Jordan Y Hristov

Department of Chemical Engineering, University of Chemical Technology and Metallurgy
1756 Sofia, 8, Kl. Ohridsky Blvd., Bulgaria

SCALING OF PERMEABILITIES AND FRICTION FACTORS OF HOMOGENEOUSLY EXPANDING GAS-SOLIDS FLUIDIZED BEDS (Geldart's A powders and magnetically stabilized beds)

Friction factors and internal flow length scales of gas-solid magnetically stabilized beds in axial fields - Scaling and applications to bed-to-surface heat transfer

From the Guest Editors - ABOUT THIS SPECIAL ISSUE

AN INVERSE STEFAN PROBLEM RELEVANT TO BOILOVER: Heat Balance Integral Solutions and Analysis

THE HEAT-BALANCE INTEGRAL METHOD BY A PARABOLIC PROFILE WITH UNSPECIFIED EXPONENT: ANALYSIS AND BENCHMARK EXERCISES

RESEARCH NOTE ON A PARABOLIC HEAT-BALANCE INTEGRAL METHOD WITH UNSPECIFIED EXPONENT: An Entropy Generation Approach in Optimal Profile Determination

From the Guest Editor: A brief appraisal of the Goodman method with some personal standpoints

HEAT-BALANCE INTEGRAL TO FRACTIONAL (HALF-TIME) HEAT DIFFUSION SUB-MODEL

TIME TO FLASHOVER OF A VINYL BASED LINING MATERIAL: CONE CALORIMETER EXPERIMENTS

STARTING RADIAL SUBDIFFUSION FROM A CENTRAL POINT THROUGH A DIVERGING MEDIUM (A SPHERE): Heat-Balance Integral Method

PRACTICAL DATA CORRELATION OF FLASHPOINTS OF BINARY MIXTURES BY A RECIPROCAL FUNCTION: the concept and numerical examples

INTEGRAL-BALANCE SOLUTION TO THE STOKES' FIRST PROBLEM OF A VISCOELASTIC GENERALIZED SECOND GRADE FLUID

THERMAL IMPEDANCE AT THE INTERFACE OF CONTACTING BODIES: 1-D examples solved by semi-derivatives

From the Guest Editor of Part One: FRACTIONAL CALCULUS TO HEAT, MOMENTUM, AND MASS TRANSFER PROBLEMS

THERMAL IMPEDANCE ESTIMATIONS BY SEMI-DERIVATIVES AND SEMI-INTEGRALS: 1-D semi-infinite cases

STRAIGHTFORWARD DIMENSIONLESS EXPERIMENTAL FORMULAE FOR FLASH POINT OF BINARY MIXTURES OF TWO FLAMMABLE COMPONENTS

REDISTRIBUTION OF MASS FROM A THIN INTERLAYER BETWEEN TWO THICK DISSIMILAR MEDIA: 1-D diffusion problem with a non-local condition

A NOTE ON THE INTEGRAL APPROACH TO NON-LINEAR HEAT CONDUCTION WITH JEFFREY'S FADING MEMORY

From the Guest Editors of Part One: ANALYTICAL METHODS TO NON-LINEAR HEAT TRANSFER AND DIFFUSION

DIFFUSION MODELS OF HEAT AND MOMENTUM WITH WEAKLY SINGULAR KERNELS IN THE FADING MEMORIES: How the Integral-Balance Method can be applied?

AN APPROXIMATE ANALYTICAL (INTEGRAL-BALANCE) SOLUTION TO A NONLINEAR HEAT DIFFUSION EQUATION

THE MELT\SHRINK EFFECT OF LOW DENSITY THERMOPLASTICS INSULATES: CONE CALORIMETER TESTS