1982
DOI: 10.1002/9780470142745.ch9
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Fitting Laws for Rotationally Inelastic Collisions

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Cited by 100 publications
(38 citation statements)
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“…The fit parameters for the EPG model that best reproduce our data are a = 0.06460 (3) The elements of the theoretical relaxation matrix were also calculated using another scaling law, the ECS law. The ECS scaling law is an extension of the Infinite-Order Sudden law (IOS) [44] to the case where molecular collisions are not sudden anymore [44][45][46]. The ECS law extends beyond the case of sudden collisions by the inclusion of an adiabaticity factor that will be discussed below.…”
Section: Computations Of Self-broadening and Weak Line Mixing Coefficmentioning
confidence: 99%
“…The fit parameters for the EPG model that best reproduce our data are a = 0.06460 (3) The elements of the theoretical relaxation matrix were also calculated using another scaling law, the ECS law. The ECS scaling law is an extension of the Infinite-Order Sudden law (IOS) [44] to the case where molecular collisions are not sudden anymore [44][45][46]. The ECS law extends beyond the case of sudden collisions by the inclusion of an adiabaticity factor that will be discussed below.…”
Section: Computations Of Self-broadening and Weak Line Mixing Coefficmentioning
confidence: 99%
“…The collisional transfer rates may also be calculated using energy scaling laws where the off-diagonal matrix elements are characterized for any rotational state using a set of fitting parameters. We have calculated these matrix elements using an Exponential Power Gap (EPG) law [33][34][35][36][37][38] for the rates of relaxation within the rotational states. The EPG law provides the collisional transfer rate, j jk , from the lower rotational level k to a higher rotational level j as:…”
Section: Exponential Power Gap Calculations For Rotational Transfermentioning
confidence: 99%
“…The Energy Corrected Sudden fitting law is an extension of the Infinite-Order Sudden law (IOS) [38] for cases where molecular collisions are not 'sudden' anymore [38,[40][41][42][43][44]. Many instances have shown that this is true for molecular collisions and consequently that the isolated lines are not Lorentzian at their wings (yet this deviation does not affect the width of the spectral line).…”
Section: Energy Corrected Sudden Calculations For Rotational Transfermentioning
confidence: 99%
“…Nuclear spin change can generally be ruled out and so Dj ¼ AE2n propensities are commonly seen in homonuclear diatomics, but the ubiquitous and generally reliable Dj ¼ AE1, 0 of spectroscopy is absent. The collision equivalent appears to be a Dj "transfer function" that is an exponential-like fall [34,35] of transition probability as magnitude of Dj increases.…”
Section: An Angular Momentum Model For Collision-induced Transfermentioning
confidence: 99%