Separative power of 2-up 1-down ideal cascades.
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概要
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Interstage flows are analyzed for ideal cascades composed of asymmetric separation elements. It is shown that, in such a cascade, the separative power is additive, that is, the summation of the separative powers of all stages equals the total separative power of the ideal cascade composed of asymmetric separators. This is proved by calculation establishing that the total sum of interstage flows is equal to that obtained by dividing the total separative power of the cascade by the separative power per unit flow of the elements. A similar additive property is also evidenced for separative powers relevant to the desired and undesired materials. As a concrete example, a 2-up 1-down cascade is discussed.
- 一般社団法人 日本原子力学会の論文
著者
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Kanagawa Akira
Department Of Nuclear Engineering Faculty Of Engineering Nagoya University
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Yamamoto Ichiro
Department Of Chemistry Graduate School Of Science The University Of Tokyo
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MIZUNO Yasuhiko
Department of Nuclear Engineering, Faculty of Engineering, Nagoya University
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