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- W2273285944 abstract "The collision probability method for calculating neutron flux distributions is acquiring increasing attention, particularly for its application to reactor lattice cells. The characteristic feature of this method is the calculation of the collision probability matrix. Once this matrix has been obtained, or, in the case of more than one energy group, after the collision probability matrices and the scattering matrices have been obtained, the problem of solving the flux is reduced to the problem of solving a system of simultaneous linear equations. Several approximations of a physical nature have been proposed in order to facilitate the calculation of the collision probability matrix for an annular system. Other approximations have been proposed for cluster geometry, e.g., the use of elementary cells. The approach made in the present paper is to refrain from approximations of this kind, and to look for other methods to facilitate the calculation of the collision probabilities. It is shown how an efficient Gauss integration can be used in the annular case to the effect that quite accurate collision probabilities can be calculated in a rather short time. Two computer codes for calculating flux distributions in one group will be described briefly, Flurig for the annular case andmore » Clucop for the cluster case.« less" @default.
- W2273285944 created "2016-06-24" @default.
- W2273285944 creator A5006737527 @default.
- W2273285944 date "1964-05-15" @default.
- W2273285944 modified "2023-09-27" @default.
- W2273285944 title "A METHOD FOR CALCULATING COLLISION PROBABILITIES IN GENERAL CYLINDRICAL GEOMETRY AND APPLICATIONS TO FLUX DISTRIBUTIONS AND DANCOFF FACTORS" @default.
- W2273285944 hasPublicationYear "1964" @default.
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