2021
DOI: 10.1016/j.jqsrt.2021.107735
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Improvement of the spectroscopic parameters of the air- and self-broadened N2O and CO lines for the HITRAN2020 database applications

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Cited by 14 publications
(3 citation statements)
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“…Therefore the He-broadening coefficients for CO 2 lines from Nakamichi et al (2006) have been used to supplement the He-broadening coefficients for N 2 O. We have found before (Hashemi et al 2021;Tan et al 2019) that the magnitude and rotational dependence of broadening of CO 2 lines and N 2 O lines by different gases are very close, which is not surprising as their molecular electrostatic surface potentials are close. A Padé approximant (Equation ( 3)) was applied to fit the resulting data as shown in Figure 5 3.…”
Section: Nitrous Oxide (Molecule 4)mentioning
confidence: 96%
“…Therefore the He-broadening coefficients for CO 2 lines from Nakamichi et al (2006) have been used to supplement the He-broadening coefficients for N 2 O. We have found before (Hashemi et al 2021;Tan et al 2019) that the magnitude and rotational dependence of broadening of CO 2 lines and N 2 O lines by different gases are very close, which is not surprising as their molecular electrostatic surface potentials are close. A Padé approximant (Equation ( 3)) was applied to fit the resulting data as shown in Figure 5 3.…”
Section: Nitrous Oxide (Molecule 4)mentioning
confidence: 96%
“…The J -dependence of the line mixing coefficients was determined by the iterative procedure starting with the experimental data on He-broadening of CO lines from Predoi-Cross et al 28 In the first step, we supposed that y CO–CO R( J ) = y CO–Ar R( J ) = y CO–He R( J ) . In the second step, after analysis of our experimental data and determination of y coefficients for the R(0) and R(1) lines, the y R ( J ) coefficients were calculated for both the self- and Ar-broadening cases asAnother possibility of calculating the J -dependence is based on the y CO–CO R( J ) data provided by the HITRAN2020 database (see also Hashemi et al 53 ). For an unknown reason these coefficients are equal to zero for J ≤ 3 and values for J > 3 differ from the coefficients calculated using eqn (11) on the basis of our experimental results (Fig.…”
Section: Experimental Techniques and Data Processingmentioning
confidence: 99%
“…4). For both we use transition amplitudes, energy levels and partition functions available in HITRAN [41][42][43][44], assume thermal equilibrium at T = 296 K and include pathways with J i values up to 37. The figures show resonance amplitudes, Eq.…”
Section: Branch Structure Of 2d Spectramentioning
confidence: 99%