Page 586 - Modelling in Transport Phenomena A Conceptual Approach
P. 586

566         APPENDLX B.  SOLUTIONS OF DWFERENTLAL EQUATIONS

            SUGGESTED REFERENCES FOR FURTHER
            STUDY



            Ames, W.F., 1963, Similarity for the nonlinear diffusion equation, Ind. Eng.  Chem.
            hnd. 4, 72.


            Holland,  C.D.  and  R.G.  Anthony,  1979,  Fundamentals  of  Chemical  Reaction
            Engineering, Prentice-Hall, Englewood Cliffs, New Jersey.

            Jenson,  V.G. and  G.V.  Jeffreys,  1963,  Mathematical  Methods  in  Chemical
            Engineering, Academic Press, London.

            Lee,  S.Y.  and W.F.  Ames,  1966, Similarity solutions for  non-Newtonian  fluids,
            AIChE Journal 12, 700.

            Mickley,  H.S.,  T.S.  Sherwood  and  C.E.  Reed,  1975,  Applied  Mathematics in
            Chemical Engineering, 2"d Ed., Tata McGraw-Hill, New Delhi.

            Rice, R.G.  and D.D.  Do,  1995, Applied Mathematics and Modeling for Chemical
            Engineers, Wiley, New York.

            Suzuki, M., S. Matsumoto and S. Maeda, 1977, New analytical method for a non-
            linear diffusion problem, Int.  J. Heat Mass Transfer 20, 883.

            Suzuki, M.,  1979, Some solutions of  a nonlinear diffusion problem, J. Chem.  Eng.
            Japan 12, 400.
   581   582   583   584   585   586   587   588   589   590   591