Introduction to non-linear optimization
Introduction to non-linear optimization
An algorithm for linearly constrained programs with a partly linear objective function
Mathematical and Computer Modelling: An International Journal
| Hi-index | 0.98 |
We show that the heterogeneous chemical equilibrium problem can be considered as a generalized linear program. An improved version of this minimization method and its application to the calculation of complex multiphase chemical equilibria are presented. An efficient numerical implementation is introduced and computational experience is reported. It is demonstrated that, compared with other methods, the scheme offers a number of distinct computational advantages. Finally, further possible improvements and extensions are discussed.