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Ring of Control Rods in Two-group Model

The problem of determining the criticality condition and the flux distribution in the two-group model for a ring of gray rods has been considered by Avery. The method used is a generalization of the Nordheim-Scalettar approach and may be applied when either the rods or the reactor, or both, are multiplying media. [Pg.743]

If we choose M such pairs for the M rods, and add also a general solution [Pg.744]

it is convenient to use a series representation for each of the singular functions. Thus, as in (11.78), we write for rod m (refer to Fig. 11.11) [Pg.744]

Thus all terms in Eq. (11.96) vanish except those in the form Jatj, YuMt and and these appear with factor M, Equation (11.96) therefore reduces to [Pg.745]

Similar results can be obtained for the functions Ko(0dm) the substitution of these, along with (11.98), into the expression for the fast flux yields [Pg.745]


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