The heuristically-based generalized perturbation theory

Author:

Gandini Augusto

Abstract

The generalized perturbation method is described relevant to ratios of bi-linear functionals of the real and adjoint neutron fluxes of critical multiplying systems. Simple linear analysis for optimization and sensitivity studies are then feasible relative to spectrum and space-dependent quantities, such as Doppler and coolant void reactivity effects in fast reactors.

Publisher

EDP Sciences

Reference37 articles.

1. Gandini A., Study of the Sensitivity of Calculations for Fast Reactors Fueled with Pu239-U238 and U233-Th to Uncertainties in Nuclear Data, Technical Report ANL-6608 (1962)

2. A generalized perturbation method for bi-linear functionals of the real and adjoint neutron fluxes

3. Gandini A., Salvatores M., Sena G., Dal Bono I., Perturbation analysis of fast reactors by the CIAP and GLOBPERT codes using improved perturbation methods, in ANL Conference on Fast Critical Experiments and their Analysis , October 1966, See: Proceed. ANL-7320, p. 304

4. Gandini A., Petilli M., AMARA: a code using the Lagrange's multipliers method for nuclear data adjustments, RT/FI(73)39, Comitato Nazionale Energia Nucleare (CNEN) (1973)

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