Angular Distributions of Fragments from Neutron-Induced Fission of U233 and Pu239
L. Blumberg, R.B. Leachman
Abstract
L. Blumberg, R.B. Leachman
Abstract
Angular distributions of fragment activities from neutron-induced fission of ${\mathrm{U}}^{233}$ and ${\mathrm{Pu}}^{239}$ have been measured and show in detail the energy dependence of these distributions. The theoretically expected difference in low-energy anisotropy for these nuclides, which have similar fission thresholds but significantly different target spins, was not observed. A statistical model of fission anisotropy is applied to the data from the low-spin target ${\mathrm{Pu}}^{239}$ to determine the energy dependence of ${K}_{0}$, the standard deviation of the distribution in the angular-momentum projection on the nuclear symmetry axis. The anisotropies indicate an increase of ${K}_{0}$ with energy in excess of the fission barrier, with ${K}_{0}$ values for even-even fissioning nuclei at excitation energies approximately 1 Mev higher than those for odd-$A$ nuclei. The effective moment of inertia about the symmetry axis, similarly obtained from application of a statistical model to the data, is found to be \ensuremath{\sim}0.1 that of a rigid spherical nucleus.
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Angular distributions of fragment activities from neutron-induced fission of ${\mathrm{U}}^{233}$ and ${\mathrm{Pu}}^{239}$ have been measured and show in detail the energy dependence of these distributions. The theoretically expected difference in low-energy anisotropy for these nuclides, which have similar fission thresholds but significantly different target spins, was not observed. A statistical model of fission anisotropy is applied to the data from the low-spin target ${\mathrm{Pu}}^{239}$ to determine the energy dependence of ${K}_{0}$, the standard deviation of the distribution in the angular-momentum projection on the nuclear symmetry axis. The anisotropies indicate an increase of ${K}_{0}$ with energy in excess of the fission barrier, with ${K}_{0}$ values for even-even fissioning nuclei at excitation energies approximately 1 Mev higher than those for odd-$A$ nuclei. The effective moment of inertia about the symmetry axis, similarly obtained from application of a statistical model to the data, is found to be \ensuremath{\sim}0.1 that of a rigid spherical nucleus.
Key concepts: Physics, Fission, Spins, Neutron, Moment of inertia, Anisotropy, Spin (aerodynamics), Angular momentum