Publication | Closed Access
Calculating the Effective Delayed Neutron Fraction with Monte Carlo
149
Citations
9
References
2006
Year
EngineeringNuclear PhysicsNuclear DataMonte Carlo MethodsReactor PhysicsAdjoint FunctionBiostatisticsMonte-carlo ModellingPhysicsMonte CarloNuclear TheoryNeutron SourceMonte Carlo SamplingβEff ValueNeutron TransportNeutron FractionNatural SciencesMonte Carlo MethodNeutron Scattering
New Monte Carlo estimators of the effective delayed neutron fraction βeff are presented in this paper. By looking at the physical interpretation of the adjoint function, one can incorporate its effect on the delayed neutron fraction without explicitly calculating the adjoint function itself. We have implemented these estimators into MCNP. In a standard keff calculation, the code now reports a βeff value. The method does not slow down the code by more than 0.5%. We propose an extensive experimental benchmark set for βeff, which we use to test our method and two known approximate methods. Our method reproduces all experimental values.
| Year | Citations | |
|---|---|---|
Page 1
Page 1