Column elective variables

The information contained in the three data bases provides the necessary information required to design the optimum column. In addition, once the column has been designed, and its properties defined, a complementary set of Analytical Specifications can also be calculated. Thus, the design protocol contains three data bases. Performance Criteria, Elective Variables and Instrument Constraints. 

Finally, the analyst is left with some choice in the strategy that can be used In the analysis by way of the chromatographic media selected, and in the level of some operating variables that may be considered appropriate or necessary. The range of variables left to the choice of the analyst constitutes the the third data base necessary for optimum column design and this will be termed the elective variables. However, as most of the conditions that need to be specified will be defined under performance criteria and determined under instrument constraints, the analyst is not left with a very wide choice of variables from which to choose. This might be considered advantageous, however, as the fewer the decisions that are left in the hands of the operator, the less skill and experience will be required and fewer mistakes will be made. 

The column design protocol, therefore, consists of three data bases, performance criteria, elective variables and instruments constraints. These data bases will provide, firstly, the column specifications and finally, the analytical specifications. A diagram representing the overall design protocol is shown in figure (1). The four different components of the column design protocol will now be discussed in detail. 

Finally, the designer is required to specify an internal composition variable. We elect to use X 3 largely because we understand the basic requirements of this CS, transporting mainly light intermediate (X2) toward the Si product stream. Xa3 should thus be chosen to lie as close to the X2 vertex as possible. The same linear relationship between the difference points between adjacent CSs exist (by mass balance), as shown for a typical Kaibel column in Figure 7.42. 

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