Uncertainty Quantification in Breakup Reactions
arXiv:2205.07119 · doi:10.1103/PhysRevC.106.024607
Abstract
Breakup reactions are one of the favored probes to study loosely bound nuclei, particularly those in the limit of stability forming a halo. In order to interpret such breakup experiments, the continuum discretized coupled channel method is typically used. In this study, the first Bayesian analysis of a breakup reaction model is performed. We use a combination of statistical methods together with a three-body reaction model (the continuum discretized coupled channel method) to quantify the uncertainties on the breakup observables due to the parameters in the effective potential describing the loosely bound projectile of interest. The combination of tools we develop opens the path for a Bayesian analysis of not only breakup processes, but also a wide array of complex processes that require computationally intensive reaction models.
References in corpus (28)
- Multi-step effects in subcoulomb breakup
- S17(0) Determined from the Coulomb Breakup of 83 MeV/nucleon 8B
- Direct comparison between Bayesian and frequentist uncertainty quantification for nuclear reactions
- Testing the continuum discretized coupled channel method for deuteron induced reactions
- Efficient emulators for scattering using eigenvector continuation
- Asymptotic normalization coefficient of ^{8}B from breakup reactions and the S_{17} astrophysical factor
- Three-body Faddeev-Alt-Grassberger-Sandhas approach to direct nuclear reactions
- Toward emulating nuclear reactions using eigenvector continuation
- Comparing non-perturbative models of the breakup of neutron-halo nuclei
- Fast & accurate emulation of two-body scattering observables without wave functions
- Constraining Transfer Cross Sections Using Bayes' Theorem
- A global microscopic description of nucleon-nucleus scattering with quantified uncertainties
- Examination of the C radius determination with interaction cross sections
- Deterministic Sampling of Expensive Posteriors Using Minimum Energy Designs
- Uncertainty Quantification for Optical Model Parameters
- Analysis of Coulomb breakup experiments of 8B with a dynamical eikonal approximation
- Fast emulation of quantum three-body scattering
- Recent advances in the quantification of uncertainties in reaction theory
- Efficient acquisition rules for model-based approximate Bayesian computation
- Influence of the projectile description on breakup calculations
- Exploring experimental conditions to reduce uncertainties in the optical potential
- Emergence of clusters: Halos, Efimov states, and experimental signals
- Statistical tools for a better optical model
- Three-body structure of B: Finite-range effects in two-neutron halo nuclei
- Determination of 8B(p,gamma)9C reaction rate from 9C breakup
- Coulomb breakup of 22C in a four-body model
- Deuteron-alpha scattering: separable vs nonseparable Faddeev approach
- Determination of the Neutron-Capture Rate of 17C for the R-process Nucleosynthesis