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Some theoretical aspects of capacity increment in gaseous diffusion

Abstract

Facing to the sharply growing needs of enrichment services, the problem of implementing new capacities must be included in an optimized scheme spread out in time. In this paper the alternative solutions will be studied first for an unique increment decision, and then in an optimum schedule. The limits of the analysis will be discussed.
Publication Date:
Sep 01, 1975
Product Type:
Conference
Report Number:
CEA-CONF-3033; CONF-750324-4
Reference Number:
NSA-32-017299
Resource Relation:
Conference: International conference on uranium isotope separation, London, UK, 5 Mar 1975
Subject:
N47120* -Isotope & Radiation Source Technology-Isotope Separation (Industrial)-Uranium; GASEOUS DIFFUSION PROCESS; OPTIMIZATION; URANIUM 235; ISOTOPE SEPARATION; FRANCE; N47120* -Isotope & Radiation Source Technology-Isotope Separation (Industrial)-Uranium
Sponsoring Organizations:
Sponsor not identified
OSTI ID:
4952543
Research Organizations:
CEA, 75 - Paris (France)
Country of Origin:
France
Language:
English
Submitting Site:
FRN
Size:
Pages: 7
Announcement Date:
Dec 31, 1975

Citation Formats

Coates, J. H., Guais, J. C., and Lamorlette, G. Some theoretical aspects of capacity increment in gaseous diffusion. France: N. p., 1975. Web.
Coates, J. H., Guais, J. C., & Lamorlette, G. Some theoretical aspects of capacity increment in gaseous diffusion. France.
Coates, J. H., Guais, J. C., and Lamorlette, G. 1975. "Some theoretical aspects of capacity increment in gaseous diffusion." France.
@misc{etde_4952543,
title = {Some theoretical aspects of capacity increment in gaseous diffusion}
author = {Coates, J. H., Guais, J. C., and Lamorlette, G.}
abstractNote = {Facing to the sharply growing needs of enrichment services, the problem of implementing new capacities must be included in an optimized scheme spread out in time. In this paper the alternative solutions will be studied first for an unique increment decision, and then in an optimum schedule. The limits of the analysis will be discussed.}
place = {France}
year = {1975}
month = {Sep}
}