000			01507aab a2200205 4500
008			240115b19901990|||mr||| |||| 00| 0 eng d
022			_a0017-9310
100			_aPolyanin, A.D.
100			_aDil'Man, V.V.
245			_aAn Algebraic Method for Heat and Mass Transfer Problems
300			_a183-201 p.
520			_aA new approximate analytical method for studying mass and heat transfer problems is presented which makes it possible to obtain simple algebraic equations for diffusion (thermal) flows and mean Sherwood numbers. The problems are considered concerning convective mass transfer to a rotating disk, longitudinally streamlined plate, a spherical droplet, and a solid particle in the course of volumetric reaction the rate of which is arbitrarily dependent on concentration. Non-stationary mass exchange between a wall and a motionless medium with simultaneous volumetric reaction of any order is studied. Heat and mass transfer in a turbulent flow in the tube inlet section and other analogous problems are analysed.
650			_aAlgebraic Method _9879860
650			_aHeat and Mass Transfer Problems _9872045
650			_aAnalytical Method _9684981
650			_aAlgebraic Equations for Diffusion (Thermal) Flows _9879861
773	0		_x00179310 _tInternational Journal of Heat and Mass Transfer _dNew York, U.S.A : Pergamon Subsidiary of Elsevier Science & Technology
856			_uhttps://www.sciencedirect.com/science/article/pii/001793109090152K
942			_2ddc _n0 _cART _o14993 _pMr. Muhammad Rafique Al Haj Rajab Ali (Late)
999			_c814710 _d814710