2014
DOI: 10.1016/j.nds.2014.08.091
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Experimental Neutron-induced Fission Fragment Mass Yields of 232Th and 238U at Energies from 10 to 33 Me

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Cited by 16 publications
(15 citation statements)
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“…There are several codes, such as MCFX [8], TALYS [9], UKFY4.1 [10], GEF2012/2.4 [11] and PYF [12], which can calculate the pre-neutron-emission mass distributions for reaction 232 Th(n, f) at low or intermediate energies. Generally, the agreement between the experimental data and the mode calculations mentioned above is good for 238 U but worse for 232 Th at intermediate energies [3,6,7]. It can be obviously seen from the experimental data [3,6,7,13,14] that the pre-neutron-emission mass distributions for reaction 232 Th(n, f) gradually change from double-humped to triple-humped shape with increasing the incident energies.…”
Section: Introductionmentioning
confidence: 73%
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“…There are several codes, such as MCFX [8], TALYS [9], UKFY4.1 [10], GEF2012/2.4 [11] and PYF [12], which can calculate the pre-neutron-emission mass distributions for reaction 232 Th(n, f) at low or intermediate energies. Generally, the agreement between the experimental data and the mode calculations mentioned above is good for 238 U but worse for 232 Th at intermediate energies [3,6,7]. It can be obviously seen from the experimental data [3,6,7,13,14] that the pre-neutron-emission mass distributions for reaction 232 Th(n, f) gradually change from double-humped to triple-humped shape with increasing the incident energies.…”
Section: Introductionmentioning
confidence: 73%
“…Recently, the reaction 232 Th(n, f) at intermediate energies was measured by V.D. Simutkin group [3,6,7]. Theoretical calculations for the preneutron-emission mass distributions is of great importance for understanding the fission process and for describing the measured yields of the fission products.…”
Section: Introductionmentioning
confidence: 99%
“…The momentum of the target-like fissioning recoil nucleus is determined by the measured momentum of ejectile under the assumption of a binary reaction process. Figure 4 shows the comparison of FFMDs for 239 U * , populated in the 238 U( 18 O, 17 O) 239 U * reaction [9], with n + 238 U [10]. The obtained FFMDs from MNT reactions agree well with the neutron-induced data, particularly the mass asymmetry at the peak positions at the lowest energy data and the increase of the symmetric fission with excitation energy are noteworthy.…”
Section: Resultsmentioning
confidence: 58%
“…The momentum of the target-like fissioning recoil nucleus is determined by the measured momentum of ejectile under the assumption of a binary reaction process. To validate the calibration procedure, Figure 4 shows the comparison of FFMDs for 239 U * , populated in the 238 U( 18 O, 17 O) 239 U * reaction [15], with n + 238 U [16]. The obtained FFMDs from MNT reactions agree well with the neutron-induced data, particularly the mass asymmetry at the peak positions at the lowest energy data and the increase of the symmetric fission with excitation energy are noteworthy.…”
Section: Resultsmentioning
confidence: 70%
“…One of the possible reasons for the deviation could be in the treatment of the neck parameter (0 < < 1) [24] to define the shape of nucleus. In our work we adopted =0.35 derived as an optimal value in [23] to explain FFMDs of fissioning nucleus of mass of 234-240, which (Color online) Experimental FFMD of 240 U * (blue symbols) measured at the initial excitation energy of 40-50 MeV obtained from the two neutron-transfer channel 238 U( 18 O, 16 O) 240 U * , is compared with the Langevin calculation [23] taking into account multi-chance fission. Thin gray curve is obtained by summing all the fission-chances, which is then broadened with the experimental mass resolution (red curve).…”
Section: Discussionmentioning
confidence: 99%