Page 281 - Distillation theory
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P1: JPJ/FFX  P2: JMT/FFX  QC: FCH/FFX  T1: FCH
            0521820928c07  CB644-Petlyuk-v1                                                      June 11, 2004  20:18





                                7.6 Determination of Necessary Tray Numbers                       255

                                  3.  Calculationofnecessarytraynumbersinthesectionsofthefirsttwo-section
                                      column at the specified set of excess reflux coefficients.
                                  4.  Choice of the following parameters for the first two-section column: (1)
                                      excess coefficient of reflux, (2) the way of stripping, and (3) duty on
                                      pumparound.
                                  5.  Repetition of items 2 ÷ 4 for the rest of two-section columns.


                        7.6.    Determination of Necessary Tray Numbers at Heteroazeotropic
                                and Heteroextractive Distillation
                                For homogeneous mixtures, all steps of conceptual design calculation from the
                                choice of the split until determination of all main design and mode parameters can
                                be carried out almost without any participation of the designer. For heterogeneous
                                mixtures, the situation is more complicated. The structure of the field of equilib-
                                rium coefficients liquid–liquid (regions of the existence of two liquid phases) is
                                superimposed on the structure of the field of equilibrium coefficients liquid–vapor
                                (distillation regions, component-order regions). This leads to a great variety of
                                possible conditions of separation at heteroazeotropic and heteroextractive distil-
                                lation of various mixtures. Various configurations of the columns (one, two, or
                                three sections), and various sequences of columns and decantors, are possible.
                                  It is necessary to solve the questions of optimal arrangement and of optimal
                                sequenceforeachparticularmixturebymeansofconductionofcalculationinvesti-
                                gations. At this stage, there is a necessity for participation of a specialist possessing
                                software for calculation of necessary tray numbers. This software should guaran-
                                tee the determination of necessary tray numbers in sections, the determination
                                of the best conditions of refluxing (reflux with one or two phases at their optimal
                                correlation) and the determination of the best number of sections.
                                  Questions of optimal designing of heteroazeotropic distillation units were dis-
                                cussed in the works (Bril et al., 1974; Bril et al., 1975; Bril et al., 1977; Bril et al.,
                                1985; Ryan & Doherty, 1989; Pham & Doherty, 1990a; Pham & Doherty, 1990b;
                                Pham & Doherty, 1990c).
                                  The preliminary stage of design – collection of experimental data on phase
                                equlibrium liquid–vapour (VLE) and liquid–liquid (LLE) for binary and ternary
                                constituents of the mixture under separation and creation of adequate model on
                                this basis – is of great importance for heteroazeotropic mixtures.
                                  Works of a number of investigators have shown that usage of data only on
                                binary VLE does not create an adequate model that would satisfactorily describe
                                the conditions at heteroazeotropic or heteroextractive distillation. The same can
                                be said of the usage of data only on ternary LLE.
                                  To adequately describe three-phase equilibrium liquid–liquid–vapor (VLLE),
                                with the help of such models of solution as NRTL and UNIQUAC, it is neces-
                                sary to find parameters of these models by means of simultaneous processing of
                                experimental data on binary VLE and ternary LLE.
                                  The following preliminary stage of designing is analysis of the structure of
                                concentration space (i.e., the analysis of location in concentration simplex of node
                                and saddle stationary points) of regions of the existence of two liquid phases, of
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