The critical eigenvalues of the monoenergetic time-independent neutron transport equation are compared for spheres, cylinders and slabs. Strict monotonicity properties are derived and the generalization to the energy-dependent case is discussed.
Comparison of the critical eigenvalues for integral neutron transport equations in different geometries / G. FROSALI; G. BORGIOLI; C. VAN DER MEE. - In: TRANSPORT THEORY AND STATISTICAL PHYSICS. - ISSN 0041-1450. - STAMPA. - 14:(1985), pp. 223-252. [10.1080/00411458508211677]
Comparison of the critical eigenvalues for integral neutron transport equations in different geometries
FROSALI, GIOVANNI;BORGIOLI, GIOVANNI;
1985
Abstract
The critical eigenvalues of the monoenergetic time-independent neutron transport equation are compared for spheres, cylinders and slabs. Strict monotonicity properties are derived and the generalization to the energy-dependent case is discussed.
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