000 01720aab a2200205 4500
008 240124b19901990|||mr||| |||| 00| 0 eng d
022 _a0017-9310
100 _aA.D. Polyanin.
_9880187
100 _aV.V. Dil'man
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245 _aThe method of asymptotic analogies in the mass and heat transfer theory and chemical engineering science
300 _a1057-1072 p.
520 _aA simple technique is suggested for constructing approximate relations with wide ranges of applicability (the same formula can be employed to describe a variety of qualitatively identical problems which differ geometrically, i.e. in the surface shape, flow pattern, etc.). The technique is based on the transition from ordinary dimensionless variables to special asymptotic coordinates. The illustration is made by reference to numerous specific problems in the theories of mass and heat transfer and physicochemical hydrodynamics. Comparison of the relations obtained with a number of typical cases, for which exact, numerical, approximate and asymptotic results are already available, shows a good accuracy and great capabilities of the method. The method can also be used with success in other fields of chemical engineering science, mechanics and physics.
650 _aAsymptotic Analogies
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650 _aMass and Heat Transfer Theory
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650 _aChemical Engineering Science
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650 _aQualitatively Identical Problems
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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/0017931090900594
942 _2ddc
_n0
_cART
_o14993
_pMr. Muhammad Rafique Al Haj Rajab Ali (Late)
999 _c814790
_d814790