1995
DOI: 10.1155/1995/98207
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Time-Resolved Investigation of the Molecular Chemiluminescence SrI(A21/2,3,2,B2+→X2+) and the Atomic Resonance Fluorescence Sr(53P1→51S0) Following The Pulsed Dye Laser Generation Of Sr(53PJ) in the Presence of CF3I

Abstract: A time-resolved investigation is presented of the electronic energy distribution in SrI following the collision of the optically metastable strontium atom, Sr [5s5p(3PJ)], with the molecule CF3I. Sr[5s5p(3PJ)], 1.807 eV above its 5s2(1S0) electronic ground state, was generated by pulsed dye-laser excitation of ground state strontium vapour to the Sr(53P1) state at , λ =689.3 nm {Sr(53P1←51S0)} at elevated temperature (840 K) in the presence of excess helium buffer gas in which rapid Boltzmann equilibration wit… Show more

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Cited by 10 publications
(14 citation statements)
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“…Measurements of the time-resolved atomic fluorescence and molecular chemiluminescence following the reaction of Ca(43pj)/ CH3X(X F, C1, Br, I) [15][16][17][18] indicated that CaX(,,4:II1/E,a/2,B2 +) arise from direct reaction rather than secondary processes involving electronic energy transfer and can thus be related to analogous studies on energy distribution in molecular beams. These studies, in some cases, are in contrast to analogous later measurements in the time-domain on the reactions Sr(53pj) [20][21][22][23][24], 1.807 eV above the 5s2(1S0) ground state, following pulsed dye-laser excitation of atomic strontium in the presence of various halides which did yield molecular electronic product branching ratios. This arose from improvements in data capture and optical calibrations [20][21][22][23][24].…”
Section: Introductionmentioning
confidence: 81%
“…Measurements of the time-resolved atomic fluorescence and molecular chemiluminescence following the reaction of Ca(43pj)/ CH3X(X F, C1, Br, I) [15][16][17][18] indicated that CaX(,,4:II1/E,a/2,B2 +) arise from direct reaction rather than secondary processes involving electronic energy transfer and can thus be related to analogous studies on energy distribution in molecular beams. These studies, in some cases, are in contrast to analogous later measurements in the time-domain on the reactions Sr(53pj) [20][21][22][23][24], 1.807 eV above the 5s2(1S0) ground state, following pulsed dye-laser excitation of atomic strontium in the presence of various halides which did yield molecular electronic product branching ratios. This arose from improvements in data capture and optical calibrations [20][21][22][23][24].…”
Section: Introductionmentioning
confidence: 81%
“…In contrast to previous measurements on Ca(4 3 P J ) + CH 3 X in the timedomain [16][17][18][19], the present system requires a combination of the comparisons of time-dependences for atomic and molecular emissions together with determinations of integrated intensities using an optically calibrated system [20,21,[23][24][25][26][27]. Ca[4s4 p( 3 P 1 )] was generated by the pulsed dye-laser excitation (10 Hz) of calcium vapour at elevated temperature (T = 940 K) at λ = 657.3 nm {Ca[4s4 p( 3 P 1 )] ← Ca[4s 2 ( 1 S 0 )]} in the presence of methyl bromide and excess helium buffer gas in a slow flow system, kinetically equivalent to a static system.…”
Section: Methodsmentioning
confidence: 99%
“…As in related investigations on branching ratios for reactions of Ca( 3 P J ) with CH 3 F [20] and CH 3 Cl [21], and also Sr[5s5 p( 3 P J )]with halides in the timedomain [23][24][25][26][27], the integration of the appropriate rate equations leading to the intensities of atomic and molecular states are presented here without immediate correction for the response of the optical system at different wavelengths and the electronic gain of the photomultiplier at different operating voltages but these corrections are included in obtaining the final values of the integrated intensities. As in related investigations on branching ratios for reactions of Ca( 3 P J ) with CH 3 F [20] and CH 3 Cl [21], and also Sr[5s5 p( 3 P J )]with halides in the timedomain [23][24][25][26][27], the integration of the appropriate rate equations leading to the intensities of atomic and molecular states are presented here without immediate correction for the response of the optical system at different wavelengths and the electronic gain of the photomultiplier at different operating voltages but these corrections are included in obtaining the final values of the integrated intensities.…”
Section: Molecular Electronic Branching Ratios For Cabr(mentioning
confidence: 99%
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