Page 550 - Modelling in Transport Phenomena A Conceptual Approach
P. 550
530 APPENDIX A. MATHl3MATICAL PRELmARIES
De Nevers, N., 1966, Rate data and derivatives, AIChE Journal 12, 1110.
Gjumbir, M. and Z. Olujic, 1984, Effective ways to solve single nonlinear equations,
Chem. Eng. 91 (July 23), 51.
McAdams, W.H., 1954, Heat Transmission, 3'd Ed., McGraw-Hill, New York.
Mickley, H.S., T.S. Shenvood and C.E. Reed, 1975, Applied Mathematics in Chem-
ical Engineering, 2"d Ed., p. 25, Tata McGraw-Hill, New Delhi.
Whitaker, S. and R.L. Pigford, 1960, An approach to numerical differentiation of
experimental data, Ind. Eng. Chem. 52, 185.
Serghides, T.K., 1982, Iterative solutions by direct substitution, Chem. Eng. 89
(Sept. 6)) 107.
Tao, B.Y., 1988, Finding your roots, Chem. Eng. 95 (Apr. 25), 85.
Tm, B.Y., 1989, Linear programming, Chem. Eng. 96 (July), 146.
SUGGESTED FtEFERENCES FOR FURTHER
STUDY
Amundson, N.R., 1966, Mathematical Methods in Chemical Engineering: Matrices
and Their Applications, Prentice-Hall, Englewood Cliffs, New Jersey.
Hildebrand, F.B., 1965, Methods of Applied Mathematics, 2"" Ed., Prentice-Hall,
Englewood Cliffs.

