Abstract
The ideal cascade with side flow is defined as an ideal cascade where UF6 of assays lower than that from the final stage is withdrawn, and where also, in addition to the major feed with natural concentration, minor feeds are fed into the cascade. A method of calculation is proposed for finding the flow rates at each stage in an asymmetric ideal cascade with side flow in the case where α=βs, α, β and s being the heads separation factor, the tails separation factor and integer, respectively. Using this method of calculation, the flow rate of each stage is obtained for an asymmetric ideal cascade with side flow for the case of α=ββ2 and for a symmetric ideal cascade with side flow for α=β.
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