Dw. Savin et al., Dielectronic recombination in photoionized gas. II. Laboratory measurements for Fe XVIII and Fe XIX, ASTROPH J S, 123(2), 1999, pp. 687-702
In photoionized gases with cosmic abundances, dielectronic recombination (D
R) proceeds primarily via nlj --> nl'j' core excitations (delta n = 0 DR).
We have measured the resonance strengths and energies for Fe XVIII to Fe XV
II and Fe XIX to Fe XVIII delta n = 0 DR. Using our measurements, we have c
alculated the Fe XVIII and Fe XIX An = 0 DR rate coefficients. Significant
discrepancies exist between our inferred rates and those of published calcu
lations. These calculations overestimate the DR rates by factors of similar
to 2 or underestimate it by factors of similar to 2 to orders of magnitude
, but none are in good agreement with our results. Almost all published DR
rates for modeling cosmic plasmas are computed using the same theoretical t
echniques as the above-mentioned calculations. Hence, our measurements call
into question all theoretical delta n = 0 DR rates used for ionization bal
ance calculations of cosmic plasmas. At temperatures where the Fe XVIII and
Fe XIX fractional abundances are predicted to peak in photoionized gases o
f cosmic abundances, the theoretical rates underestimate the Fe XVIII DR ra
te by a factor of similar to 2 and overestimate the Fe rat DR rate by a fac
tor of similar to 1.6. We have carried out new multiconfiguration DiracFock
and multiconfiguration Breit-Pauli calculations which agree with our measu
red resonance strengths and rate coefficients to within typically better th
an less than or similar to 30%. We provide a fit to our inferred rate coeff
icients for use in plasma modeling. Using our DR measurements, we infer a f
actor of similar to 2 error in the Fe XX through Fe XXIV delta n = 0 DR rat
es. We investigate the effects of this estimated error for the well-known t
hermal instability of photoionized gas. We find that errors in these rates
cannot remove the instability, but they do dramatically affect the range in
parameter space over which it forms.