“…This assumption is confirmed for L = 1 by the DWIA calculations of Gaarde et al [16]. Then for small momentum transfers one has [12] …”
Section: Model and Resultssupporting
confidence: 68%
“…One can express C in terms of E 0 and ∆ if one knows the ratio σ 1 /σ 0 . We assume here that for the L = 1 excitations this ratio is directly proportional to the ratio of the forbidden S = 1 and S = 0 beta decay strengths, as is observed for the L = 0 case [12] where the analogous excitations are the Gamow Teller and IAS resonances. This assumption is confirmed for L = 1 by the DWIA calculations of Gaarde et al [16].…”
Section: Model and Resultsmentioning
confidence: 99%
“…There have been (p, n) studies on 90 Zr [8][9][10][11] Taddeucci et al [12] in the description of L = 0 charge exchange reactions with S = 0 and…”
“…This assumption is confirmed for L = 1 by the DWIA calculations of Gaarde et al [16]. Then for small momentum transfers one has [12] …”
Section: Model and Resultssupporting
confidence: 68%
“…One can express C in terms of E 0 and ∆ if one knows the ratio σ 1 /σ 0 . We assume here that for the L = 1 excitations this ratio is directly proportional to the ratio of the forbidden S = 1 and S = 0 beta decay strengths, as is observed for the L = 0 case [12] where the analogous excitations are the Gamow Teller and IAS resonances. This assumption is confirmed for L = 1 by the DWIA calculations of Gaarde et al [16].…”
Section: Model and Resultsmentioning
confidence: 99%
“…There have been (p, n) studies on 90 Zr [8][9][10][11] Taddeucci et al [12] in the description of L = 0 charge exchange reactions with S = 0 and…”
We present neutrino cross sections on 13 C. The charged-current cross sections leading to various states in the daughter 13 N and the neutral-current cross sections leading to various states in the daughter 13 C are given. We also provide simple polynomial fits to those cross sections for quick estimates of the reaction rates. We briefly discuss possible implications for the current and future scintillator-based experiments.
“…So we try a simplified approach based on the well known relationship between single charge exchange (CEX) reactions and beta decay. Moreover for single charge exchange, under specific conditions [9], [10], the cross section can be factorized in independent factors, where the quantity named "unit cross-section" behaves as an universal property of the nuclear response, depending smoothly on the projectile energy and on the target mass. In this way it is computable all along the nuclear chart.…”
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