Solution of population balance equations via rationalized Haar functions-Reference-Cited by-同舟云学术

Solution of population balance equations via rationalized Haar functions

Published:2008-09-17 Issue:8 Volume:37 Page:1189-1196
ISSN:0368-492X
Container-title:Kybernetes
language:en
Short-container-title:Kybernetes

Author:

Alipanah Amjad,Dehghan Mehdi

Publisher

Emerald

Subject

Computer Science (miscellaneous),Social Sciences (miscellaneous),Theoretical Computer Science,Control and Systems Engineering,Engineering (miscellaneous)

Reference8 articles.

1. Chang, R.Y. and Wang, M.L. (1984), “Shifted Legendre function approximation of differential equations; application to crystalization processes,”, J. Chem. Engng, Vol. 8, pp. 117‐25.

2. A wavelet-Galerkin method for solving population balance equations

3. Solution of population balance equations via block pulse functions

4. Randolph, A.D. (1969), “Effect of crystal breakage on crystal size distribution in a mixed suspension crystallizer”, I and EC Fund. Math. Anal. Appl, Vol. 8, pp. 58‐63.

5. Solution of differential equations via rationalized Haar functions

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