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Chap. 8 Supplementary Reading 533
WALAS, S. M., Reaction Kinetics for Chemical Engineers. New York
McGraw-Hill, 1959, Chap. 3.
WALAS, S. M., Chemical Reaction Engineering Handbook of Solved Problems.
Amsterdam: Gordon and Breach, 1995. See the following solved prob-
lems: Problem 4.10.1, page 444; Problem 4.10.08, page 450; Problem
4.10.09, page 451; Problem 4.10.13, page 454; Problem 4.11.02, page 456;
Problem 4.11.09, page 462; Problem 4.1 1.03, page 459; Problem 4. IO. 1 1,
page 463.
For a thorough discussion on the heat of reaction and equilibrium constant, one
might also consult
DENBIGH, K. G., Principles of Chemical Equilibrium, 4th ed. Cambridge: Cam-
bridge University Press, 198 1 ”
2. A review of the multiplicity of the steady state is discussed by
LUSS, D., and V. BALAKOTAIAH, in Chemical Reaction Engineering-Boston, J.
Wei and C. Georgakis, eds., ACS Symposium Series 196. Washington,
D.C.: American Chemical Society.
D.
PERLMUTTER, D., Stability of Chemical Reactors. Upper Saddle River, N.J.:
Prentice Hall, 1972.
R.
SCHM~Z, A., in Chemical Reaction Engineering Reviews, H. M. Hulburt,
ed., Advances in Chemistry Series 148. Washington, D.C.: American
Chemical Society, 1975, p. 156.
3. Partial differential equations describing axial and radial variations in temperature
and concentration in chemical reactors are developed in
WALAS, S. M., Reaction Kinetics for Chemical Engineers. New York
McGraw-Hill, 1959, Chap. 8.
4. The heats of formation, H,(T), Gibbs free energies, G,(T,), and the heat capaci-
ties of various compounds can be found in
PERRY, R. H., D. W. GREEN, and J. 0. MALONEY, eds., Chemical Engineers’
Handbook, 6th ed. New York: McGraw-Hill, 1984.
REID, R. C., J. M. PRAUSNITZ, and T. K. SHERWOOD, The Properties of Gases
and Liquids, 3rd ed. New York: McGraw-Hill, 1977.
WEAST R. C., ed., CRC Handbook of Chemistry and Physics, 66th ed. Boca
Ratom, ma.: CRC Press, 1985.

