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- W2616535513 abstract "A separative power of a separating process δU is an increase of a value of an isotope mixture which passes through the process, and is calculated by use of a value function V(R) (R: abundance ratio). The separative power, however, involves various inconsistencies especially for an asymmetric process. To remove these inconsistencies, concepts of a “separative power with respect to desired material δU b ” and that δU a with respect to undesired material are introduced. Two functional forms, having been considered to be the separative power (with respect to mixture) per unit flow rate δU/G a +G b ), correspond to separative powers per unit flow of desired and undesired material δU b /G b , δU a /G a , respectively: where α and β are heads and tails separation factors. Value functions which give δU b or δU a are independent of separation factors: V b (R)=In R, V a (R) = — In R, so inconsistencies encountered by δU never occur. δU b , or δU a of a single element and of a cascade are obtained by the same functional form, and an additivity of separative power holds both for the desired and undesired material, respectively. Moreover, the separative power δU with respect to mixture is interpreted with δU b and δU a to elucidate the origines of inconsistencies." @default.
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- W2616535513 date "1977-08-01" @default.
- W2616535513 modified "2023-10-17" @default.
- W2616535513 title "Resolution of Inconsistencies of Separative Power for Asymmetric Process" @default.
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- W2616535513 doi "https://doi.org/10.1080/18811248.1977.9730804" @default.
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