Matches in SemOpenAlex for { <https://semopenalex.org/work/W2065389970> ?p ?o ?g. }
- W2065389970 endingPage "5008" @default.
- W2065389970 startingPage "4990" @default.
- W2065389970 abstract "The reactions CsF+K→KF+Cs−1.8 kcal mol−1 (I) and RbF+K→KF+Rb+1.5 kcal mol−1 (II) have been studied by the crossed molecular beam technique over a range of relative translational energy ?tr from 3 to 8 kcal mol−1. Both reactions, (I) and (II), are found to proceed via the formation of long-lived MFK complexes (M≡Cs, Rb). However, a strongly different reactivity behavior is observed, attributable mainly to the difference in sign of the exoergicities of the reactions. Angular distributions of reactive (R) and nonreactive (N) scattering show characteristic bimodal structure due to the (nearly) symmetric forward–backward peaking in the center-of-mass (c.m.) system. The reactive branching fraction FR=σR/(σR+σN) for each reaction has been determined at five values of ?tr by analysis of the angular distributions of the reactive and nonreactive scattering (and appropriate integration in the c.m. system). For the endoergic reaction (I) FR is small, increasing with ?tr, while for the exoergic reaction (II) FR?1/2, decreasing slightly with Ētr. These results are qualitatively in accord with simple phase-space branching theory. The cross section for complex formation σC=σR+σN is found to decline with energy, as expected on the basis of the orbiting-capture (centrifugal barrier) model. Based on an analysis of the low angle, ’’pseudoelastic’’ scattering, dominated by the long-range attractive potential, it has been possible to scale the measured scattered intensities and thus estimate the absolute magnitude of the cross sections. Values of σC were found to be of the order of 100 Å2. Approximate c.m. differential cross sections have been obtained by an iterative fitting procedure that satisfactorily reproduced the laboratory scattering data. A simple, uncoupled, angle-recoil velocity distribution function of the conventional 1/sinϑ form (with a slightly energy-dependent osculation) and a modified Maxwellian recoil distribution has been found to be adequate. The average relative translational energy of the scattered products, ?′tr, is found to increase essentially linearly with increasing ?tr. The theoretical implications of the present experimental results are discussed." @default.
- W2065389970 created "2016-06-24" @default.
- W2065389970 creator A5025936028 @default.
- W2065389970 creator A5039723229 @default.
- W2065389970 creator A5064590882 @default.
- W2065389970 date "1976-12-01" @default.
- W2065389970 modified "2023-09-27" @default.
- W2065389970 title "Translational energy dependence of the branching fraction and cross sections for the decay of collision complexes: K+CsF, RbF" @default.
- W2065389970 cites W1490164232 @default.
- W2065389970 cites W1509293584 @default.
- W2065389970 cites W1521493173 @default.
- W2065389970 cites W1571837143 @default.
- W2065389970 cites W1648182644 @default.
- W2065389970 cites W1662845899 @default.
- W2065389970 cites W1664920358 @default.
- W2065389970 cites W1965156015 @default.
- W2065389970 cites W1966173918 @default.
- W2065389970 cites W1966316211 @default.
- W2065389970 cites W1967441190 @default.
- W2065389970 cites W1970475967 @default.
- W2065389970 cites W1971054911 @default.
- W2065389970 cites W1971709457 @default.
- W2065389970 cites W1974817600 @default.
- W2065389970 cites W1976915963 @default.
- W2065389970 cites W1983959330 @default.
- W2065389970 cites W1985620587 @default.
- W2065389970 cites W1990009003 @default.
- W2065389970 cites W1990483151 @default.
- W2065389970 cites W1999701886 @default.
- W2065389970 cites W2001513543 @default.
- W2065389970 cites W2005128951 @default.
- W2065389970 cites W2005676246 @default.
- W2065389970 cites W2007043751 @default.
- W2065389970 cites W2008863395 @default.
- W2065389970 cites W2011835064 @default.
- W2065389970 cites W2011837694 @default.
- W2065389970 cites W2013219597 @default.
- W2065389970 cites W2014614034 @default.
- W2065389970 cites W2017763616 @default.
- W2065389970 cites W2023113346 @default.
- W2065389970 cites W2025099952 @default.
- W2065389970 cites W2027214050 @default.
- W2065389970 cites W2030442197 @default.
- W2065389970 cites W2035391893 @default.
- W2065389970 cites W2036806608 @default.
- W2065389970 cites W2037499947 @default.
- W2065389970 cites W2038527810 @default.
- W2065389970 cites W2041126752 @default.
- W2065389970 cites W2042079214 @default.
- W2065389970 cites W2042542353 @default.
- W2065389970 cites W2042928703 @default.
- W2065389970 cites W2044158296 @default.
- W2065389970 cites W2044308396 @default.
- W2065389970 cites W2050637179 @default.
- W2065389970 cites W2054873728 @default.
- W2065389970 cites W2056798560 @default.
- W2065389970 cites W2068493113 @default.
- W2065389970 cites W2068910705 @default.
- W2065389970 cites W2077925639 @default.
- W2065389970 cites W2078757834 @default.
- W2065389970 cites W2082701407 @default.
- W2065389970 cites W2083193714 @default.
- W2065389970 cites W2083406535 @default.
- W2065389970 cites W2084595304 @default.
- W2065389970 cites W2086994608 @default.
- W2065389970 cites W2086994789 @default.
- W2065389970 cites W2087547937 @default.
- W2065389970 cites W2088753779 @default.
- W2065389970 cites W2093539033 @default.
- W2065389970 cites W2093853704 @default.
- W2065389970 cites W2098251893 @default.
- W2065389970 cites W2129115844 @default.
- W2065389970 cites W2137102849 @default.
- W2065389970 cites W2161398876 @default.
- W2065389970 cites W2169291943 @default.
- W2065389970 cites W2169686760 @default.
- W2065389970 cites W2988235370 @default.
- W2065389970 cites W3004492426 @default.
- W2065389970 cites W3005223215 @default.
- W2065389970 cites W4235547617 @default.
- W2065389970 doi "https://doi.org/10.1063/1.432933" @default.
- W2065389970 hasPublicationYear "1976" @default.
- W2065389970 type Work @default.
- W2065389970 sameAs 2065389970 @default.
- W2065389970 citedByCount "58" @default.
- W2065389970 crossrefType "journal-article" @default.
- W2065389970 hasAuthorship W2065389970A5025936028 @default.
- W2065389970 hasAuthorship W2065389970A5039723229 @default.
- W2065389970 hasAuthorship W2065389970A5064590882 @default.
- W2065389970 hasConcept C102931765 @default.
- W2065389970 hasConcept C113196181 @default.
- W2065389970 hasConcept C120665830 @default.
- W2065389970 hasConcept C121332964 @default.
- W2065389970 hasConcept C142724271 @default.
- W2065389970 hasConcept C147789679 @default.
- W2065389970 hasConcept C159985019 @default.
- W2065389970 hasConcept C178790620 @default.
- W2065389970 hasConcept C184779094 @default.