“…In the particular case of m=0, this first order approximation reduces simply to the classical Zastawny formula (Zastawny, 1966). Although these two approximations are sometimes found sufficient to describe roughly the experimental gas gain data (Baaliouamer et al, 1996), the second and third order approximations are, however, often required when accurate parameterization is desired over an extended range of working variables, particularly in the low S a range (Curzio et al, 2005). In the third order approximation, one has to keep four terms of the control variable development, i.e.,…”