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- W4253328612 abstract "A boundary condition applicable to the inner radius of cylindrical annular reactors of finite length is derived. The resulting boundary condition is given as the ratio of the flux to the radial derivative of the flux at the inside radius and is expressed as a function of the geometny and the neutron mean free path in the multiplying material. The method assumes the validity of diffusion theory and also that the flux is separable into radial and axial parts. While the result is applicable to the more general multigroup calculation, a two- group treatment is presented by way ef illustration. The latter is of practical value for such cases in which adequate two-group constants are available either from fundamental cross-section data or from a comparison to critical experiments using similar materials. (auth)" @default.
- W4253328612 created "2022-05-12" @default.
- W4253328612 creator A5020839395 @default.
- W4253328612 date "1958-06-25" @default.
- W4253328612 modified "2023-09-30" @default.
- W4253328612 title "BOUNDARY VALUES FOR THE INNER RADIUS OF A CYLINDRICAL ANNULAR REACTOR" @default.
- W4253328612 doi "https://doi.org/10.2172/4330432" @default.
- W4253328612 hasPublicationYear "1958" @default.
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