2013
DOI: 10.1088/0004-637x/763/2/86
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Chianti—an Atomic Database for Emission Lines. Xiii. Soft X-Ray Improvements and Other Changes

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Cited by 449 publications
(416 citation statements)
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“…Wittmann (1974) following Mihalas (1967). I found them in the github LTE repository of A. Asensio Ramos and extended them with data and routines in the SolarSoft CHIANTI package (e.g., Dere et al 1997;Landi et al 2013). My codes are available under IDL on my website.…”
Section: Equations and Implementationmentioning
confidence: 99%
“…Wittmann (1974) following Mihalas (1967). I found them in the github LTE repository of A. Asensio Ramos and extended them with data and routines in the SolarSoft CHIANTI package (e.g., Dere et al 1997;Landi et al 2013). My codes are available under IDL on my website.…”
Section: Equations and Implementationmentioning
confidence: 99%
“…The synthetic X-ray emission for each model at each time is computed using the extensively tested chianti database and software package (Version 7.1.3; Dere et al 1997Dere et al , 2009Landi et al 2013). The calculation performed by chianti includes the contributions due to lines and to free-free, freebound, and two-photon continua.…”
Section: Spectramentioning
confidence: 99%
“…The calculation performed by chianti includes the contributions due to lines and to free-free, freebound, and two-photon continua. We used the updated default ionization equilibrium ion fractions included in the latest version of chianti 4 (see Landi et al 2013, and references therein). The abundances used to compute the spectra are those defined for a standard PN composition in Cloudy version 13.0 (Ferland et al 2013), for consistency with Paper I.…”
Section: Spectramentioning
confidence: 99%
“…For simplicity, we will quote the lifetimes derived from the calculations of Del Zanna (2009), which are tabulated in the CHIANTI atomic database (Landi et al 2013 In order to estimate the metastable fraction in the ion beam, we have used the procedure described by Lestinsky et al (2012) to evolve the level populations in time, based on the radiative transition rates. For the radiative transition data, we used the rates from the CHIANTI database, which includes 104 levels from the ground state up to an excitation energy of 132.66 eV (Del Zanna 2009;Landi et al 2013). The initial populations for this calculation were determined using a Boltzmann distribution with k B T e = 100 eV, where k B is the Boltzmann constant and T e is the electron temperature.…”
Section: Metastablesmentioning
confidence: 99%