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Table 4:

Calculated oscilator strengths for all CH cation A- X transitions. Description is presented in the text.
( $\nu\hbox{$^\prime$ }$, $\nu\hbox{$^{\prime\prime}$ }$) $\lambda$ f f( $\nu\hbox{$^\prime$ }$, 0)/f(0, 0) q( $\nu\hbox{$^\prime$ }$, 0)/q(0, 0) $f^{\rm Lit}$ f( $\nu\hbox{$^\prime$ }$, 0)/f(0, 0) $^{\rm Lit}$ q( $\nu\hbox{$^\prime$ }$, 0)/q(0, 0) $^{\rm H68}$
  [10-5]     [10-5]    

(0, 0) 4232
545 $^{\rm L83}$ 1 1 545 $^{\rm L83}$, 566 $\pm $ 20 $^{\rm M81}$, 645 $^{\rm Y73}$, 743 $^{\rm E77}$ 1.000 $^{\rm H68}$ 1.000
(1, 0) 3957 342 $\pm $ 6 0.628 $\pm $ 0.010 0.587 $\pm $ 0.009 331 $^{\rm L83}$, 431 $^{\rm Y73}$, 426 $^{\rm E77}$ 0.555 $^{\rm H68}$, 0.548 $^{\rm F72}$ 0.533
(2, 0) 3745 172 $\pm $ 9 0.316 $\pm $ 0.017 0.279 $\pm $ 0.008 173 $^{\rm Y73}$, 170 $^{\rm E77}$ 0.335 $^{\rm H68}$ 0.197
(3, 0) 3579 75 $\pm $ 8 0.138 $\pm $ 0.008 0.116 $\pm $ 0.006 63E77 0.189 $^{\rm H68}$ 0.068
(4, 0) 3447 40 $\pm $ 5 0.073 $\pm $ 0.003 0.0059 $\pm $ 0.0010 - 0.082 $^{\rm H68}$ 0.026

Source LaTeX | All tables | In the text

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