FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2019401376> ?p ?o ?g. }

• W2019401376 abstract "The proportionality between differential cross sections at vanishing linear momentum transfer and Gamow-Teller transition strength, expressed in terms of the unit cross section (${mathrm{ensuremath{sigma}ifmmode hat{}else ^{}fi{}}}_{mathit{GT}}$), was studied as a function of target mass number for ($t$,$^{3}mathrm{He}$) and ($^{3}mathrm{He}$,$t$) reactions at $115A$ MeV and $140A$ MeV, respectively. Existing ($^{3}mathrm{He}$,$t$) and ($t$,$^{3}mathrm{He}$) data on targets with mass number $12ensuremath{leqslant}Aensuremath{leqslant}120$ were complemented with new and reevaluated ($t$,$^{3}mathrm{He}$) data on proton, deuteron, $^{6}mathrm{Li}$, and $^{12}mathrm{C}$ targets. It was found that in spite of the small difference in beam energies between the two probes, the unit cross sections have a nearly identical and simple dependence on target mass number $A$, for $Aensuremath{geqslant}12$: ${mathrm{ensuremath{sigma}ifmmode hat{}else ^{}fi{}}}_{mathit{GT}}=109/{A}^{0.65}$. The factorization of the unit cross sections in terms of a kinematical factor, a distortion factor, and the strength of the effective spin-isospin transfer nucleus-nucleus interaction was investigated. Simple phenomenological functions depending on mass number $A$ were extracted for the latter two. By comparison with plane and distorted-wave Born approximation calculations, it was found that the use of a short-range approximation for knock-on exchange contributions to the transition amplitude results in overestimated cross sections for reactions involving the composite ($^{3}mathrm{He}$,$t$) and ($t$,$^{3}mathrm{He}$) probes." @default.
• W2019401376 created "2016-06-24" @default.
• W2019401376 creator A5002586657 @default.
• W2019401376 creator A5006966007 @default.
• W2019401376 creator A5010855420 @default.
• W2019401376 creator A5013828190 @default.
• W2019401376 creator A5016795211 @default.
• W2019401376 creator A5025933801 @default.
• W2019401376 creator A5027889470 @default.
• W2019401376 creator A5035297384 @default.
• W2019401376 creator A5036524906 @default.
• W2019401376 creator A5041629615 @default.
• W2019401376 creator A5047904068 @default.
• W2019401376 creator A5049090861 @default.
• W2019401376 creator A5050491395 @default.
• W2019401376 creator A5054733892 @default.
• W2019401376 creator A5061485184 @default.
• W2019401376 creator A5069616462 @default.
• W2019401376 creator A5070730035 @default.
• W2019401376 creator A5082515800 @default.
• W2019401376 creator A5085471565 @default.
• W2019401376 date "2011-05-23" @default.
• W2019401376 modified "2023-10-17" @default.
• W2019401376 title "Gamow-Teller unit cross sections for (<mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML display=inline><mml:mrow><mml:mi>t</mml:mi><mml:mo>,</mml:mo></mml:mrow></mml:math><mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML display=inline><mml:mmultiscripts><mml:mi mathvariant=normal>He</mml:mi><mml:mprescripts /><mml:none /><mml:mrow><mml:mn>3</mml:mn></mml:mrow></mml:mmultiscripts></mml:math>) and (<mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML display=inline><mml…" @default.
• W2019401376 cites W155027370 @default.
• W2019401376 cites W1595443349 @default.
• W2019401376 cites W1636278957 @default.
• W2019401376 cites W1646154013 @default.
• W2019401376 cites W1710631948 @default.
• W2019401376 cites W1963481669 @default.
• W2019401376 cites W1963923300 @default.
• W2019401376 cites W1964703449 @default.
• W2019401376 cites W1966598151 @default.
• W2019401376 cites W1969401205 @default.
• W2019401376 cites W1969477358 @default.
• W2019401376 cites W1970861089 @default.
• W2019401376 cites W1970937839 @default.
• W2019401376 cites W1977816569 @default.
• W2019401376 cites W1980964197 @default.
• W2019401376 cites W1981757380 @default.
• W2019401376 cites W1983743981 @default.
• W2019401376 cites W1987079075 @default.
• W2019401376 cites W1989261179 @default.
• W2019401376 cites W1989854437 @default.
• W2019401376 cites W1992295139 @default.
• W2019401376 cites W1993384201 @default.
• W2019401376 cites W2003401892 @default.
• W2019401376 cites W2010127931 @default.
• W2019401376 cites W2013233384 @default.
• W2019401376 cites W2015821829 @default.
• W2019401376 cites W2019365424 @default.
• W2019401376 cites W2021895675 @default.
• W2019401376 cites W2029563468 @default.
• W2019401376 cites W2038842809 @default.
• W2019401376 cites W2040946211 @default.
• W2019401376 cites W2047744904 @default.
• W2019401376 cites W2048614006 @default.
• W2019401376 cites W2050531818 @default.
• W2019401376 cites W2052189722 @default.
• W2019401376 cites W2055740567 @default.
• W2019401376 cites W2059310850 @default.
• W2019401376 cites W2059408344 @default.
• W2019401376 cites W2066467219 @default.
• W2019401376 cites W2067365470 @default.
• W2019401376 cites W2070860769 @default.
• W2019401376 cites W2071845454 @default.
• W2019401376 cites W2079763789 @default.
• W2019401376 cites W2083132270 @default.
• W2019401376 cites W2084561584 @default.
• W2019401376 cites W2088152872 @default.
• W2019401376 cites W2088910972 @default.
• W2019401376 cites W2089042243 @default.
• W2019401376 cites W2091533254 @default.
• W2019401376 cites W2122038023 @default.
• W2019401376 cites W2125214075 @default.
• W2019401376 cites W2127376809 @default.
• W2019401376 cites W2130626093 @default.
• W2019401376 cites W2141507352 @default.
• W2019401376 cites W2148179905 @default.
• W2019401376 cites W2165739256 @default.
• W2019401376 cites W2166077827 @default.
• W2019401376 cites W2169794488 @default.
• W2019401376 cites W221504575 @default.
• W2019401376 cites W2231969312 @default.
• W2019401376 cites W2263326512 @default.
• W2019401376 cites W2289519008 @default.
• W2019401376 cites W2321978199 @default.
• W2019401376 cites W237360264 @default.
• W2019401376 cites W2408046159 @default.
• W2019401376 cites W2506577489 @default.
• W2019401376 cites W2594485900 @default.
• W2019401376 cites W2599048666 @default.
• W2019401376 cites W2945186979 @default.
• W2019401376 cites W3202833589 @default.
• W2019401376 doi "https://doi.org/10.1103/physrevc.83.054614" @default.
• W2019401376 hasPublicationYear "2011" @default.
• W2019401376 type Work @default.
• W2019401376 sameAs 2019401376 @default.
• W2019401376 citedByCount "35" @default.
• W2019401376 countsByYear W20194013762012 @default.

• next