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The Toor-Stewart-Prober Formulation

We have developed the solution to the linearized equations as a special case of an exact solution in Section 8.3.5 in order to emphasize the close relationship that exists between the two methods. It should be noted, however, that this is not the way in which Toor or Stewart and Prober obtained their results. Indeed, these equations are not to be found in this form in the papers that first presented the linearized theory. Both Toor and Stewart and Prober obtained their results using the procedure described in Chapter 5 that is, by diagonalizing the matrix [D] and solving sets of uncoupled equations. The final result is [Pg.187]

It is important to recognize that this representation of [/c ] is possible only because the [Pg.188]

For the ternary case with two distinct eigenvalues, we have [Pg.188]


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Toor-Stewart-Prober Formulation

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