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- W2029644923 abstract "Complete and detailed experimental transition probability density functions P(E′,E) have been determined for the first time for collisions between a large, highly vibrationally excited molecule, toluene, and several bath gases. This was achieved by applying the method of kinetically controlled selective ionization (KCSI) (Paper I [J. Chem. Phys. 112, 4076 (2000), preceding article]). An optimum P(E′,E) representation is recommended (monoexponential with a parametric exponent in the argument) which uses only three parameters and features a smooth behavior of all parameters for the entire set of bath gases. In helium, argon, and CO2 the P(E′,E) show relatively increased amplitudes in the wings—large energy gaps |E′−E|—which can also be represented by a biexponential form. The fractional contribution of the second exponent in these biexponentials, which is directly related to the fraction of the so-called “supercollisions,” is found to be very small (<0.1%). For larger colliders the second term disappears completely and the wings of P(E′,E) have an even smaller amplitude than that provided by a monoexponential form. At such low levels, the second exponent is therefore of practically no relevance for the overall energy relaxation rate. All optimized P(E′,E) representations show a marked linear energetic dependence of the (weak) collision parameter α1(E), which also results in an (approximately) linear dependence of 〈ΔE〉 and of the square root of 〈ΔE2〉. The energy transfer parameters presented in this study form a new benchmark class in certainty and accuracy, e.g., with only 2%–7% uncertainty for our 〈ΔE〉 data below 25 000 cm−1. They should also form a reliable testground for future trajectory calculations and theories describing collisional energy transfer of polyatomic molecules." @default.
- W2029644923 created "2016-06-24" @default.
- W2029644923 creator A5005938685 @default.
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- W2029644923 date "2000-03-01" @default.
- W2029644923 modified "2023-09-24" @default.
- W2029644923 title "Collisional energy transfer probabilities of highly excited molecules from kinetically controlled selective ionization (KCSI). II. The collisional relaxation of toluene: P(E′,E) and moments of energy transfer for energies up to 50 000 cm−1" @default.
- W2029644923 cites W1631471588 @default.
- W2029644923 cites W1967052546 @default.
- W2029644923 cites W1969219945 @default.
- W2029644923 cites W1971317725 @default.
- W2029644923 cites W1972025005 @default.
- W2029644923 cites W1973286180 @default.
- W2029644923 cites W1974058987 @default.
- W2029644923 cites W1974515356 @default.
- W2029644923 cites W1974686173 @default.
- W2029644923 cites W1977956118 @default.
- W2029644923 cites W1979494755 @default.
- W2029644923 cites W1983695121 @default.
- W2029644923 cites W1984654792 @default.
- W2029644923 cites W1984991755 @default.
- W2029644923 cites W1985289973 @default.
- W2029644923 cites W1986681197 @default.
- W2029644923 cites W1987272286 @default.
- W2029644923 cites W1987519696 @default.
- W2029644923 cites W1988346007 @default.
- W2029644923 cites W1998167724 @default.
- W2029644923 cites W1999291308 @default.
- W2029644923 cites W2004893508 @default.
- W2029644923 cites W2005900157 @default.
- W2029644923 cites W2005939225 @default.
- W2029644923 cites W2006215166 @default.
- W2029644923 cites W2007658859 @default.
- W2029644923 cites W2008386151 @default.
- W2029644923 cites W2013130192 @default.
- W2029644923 cites W2014796804 @default.
- W2029644923 cites W2016843110 @default.
- W2029644923 cites W2020712557 @default.
- W2029644923 cites W2020871465 @default.
- W2029644923 cites W2024234572 @default.
- W2029644923 cites W2025213850 @default.
- W2029644923 cites W2027870595 @default.
- W2029644923 cites W2028388852 @default.
- W2029644923 cites W2030407206 @default.
- W2029644923 cites W2031466809 @default.
- W2029644923 cites W2033328038 @default.
- W2029644923 cites W2038764176 @default.
- W2029644923 cites W2040340647 @default.
- W2029644923 cites W2043872637 @default.
- W2029644923 cites W2044283683 @default.
- W2029644923 cites W2049231172 @default.
- W2029644923 cites W2053123865 @default.
- W2029644923 cites W2056479754 @default.
- W2029644923 cites W2056670586 @default.
- W2029644923 cites W2060809271 @default.
- W2029644923 cites W2064585436 @default.
- W2029644923 cites W2065695351 @default.
- W2029644923 cites W2067146214 @default.
- W2029644923 cites W2069563649 @default.
- W2029644923 cites W2071605320 @default.
- W2029644923 cites W2072953370 @default.
- W2029644923 cites W2079368386 @default.
- W2029644923 cites W2080847823 @default.
- W2029644923 cites W2081545297 @default.
- W2029644923 cites W2081706106 @default.
- W2029644923 cites W2085190619 @default.
- W2029644923 cites W2088249208 @default.
- W2029644923 cites W2091766753 @default.
- W2029644923 cites W2092094625 @default.
- W2029644923 cites W2093613577 @default.
- W2029644923 cites W2093707724 @default.
- W2029644923 cites W2098174303 @default.
- W2029644923 cites W2120726189 @default.
- W2029644923 cites W2151739653 @default.
- W2029644923 cites W2335664308 @default.
- W2029644923 cites W2345879730 @default.
- W2029644923 cites W2413115581 @default.
- W2029644923 cites W286416546 @default.
- W2029644923 cites W2949171785 @default.
- W2029644923 cites W2950427815 @default.
- W2029644923 cites W2953133595 @default.
- W2029644923 cites W63332010 @default.
- W2029644923 cites W2039950855 @default.
- W2029644923 doi "https://doi.org/10.1063/1.480958" @default.
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