2018
DOI: 10.1016/j.supflu.2017.10.024
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Absorption of CO2-rich gaseous mixtures in ionic liquids: A computational study

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Cited by 23 publications
(7 citation statements)
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“…al. 104 (2018) worked on the prediction of the absorption of CO 2 containing common gaseous impurities (mainly focused on greenhouse gases). A LSSVM algorithm was trained on experimental data of ternary mixtures containing two gases and an IL, providing as input no structural details for the ILs.…”
Section: Solubility Of Gasesmentioning
confidence: 99%
“…al. 104 (2018) worked on the prediction of the absorption of CO 2 containing common gaseous impurities (mainly focused on greenhouse gases). A LSSVM algorithm was trained on experimental data of ternary mixtures containing two gases and an IL, providing as input no structural details for the ILs.…”
Section: Solubility Of Gasesmentioning
confidence: 99%
“…Lately, heuristic models such as genetic programing, neural networks, and fuzzy logic have generated a lot of attention for their ability to predict thermophysical properties without the need for experimental verification (Aghayari, Maddah, Ahmadi, Yan, & Ghasemi, 2018;Ahmadi, Ahmadi, Mehrpooya, & Rosen, 2015;Ahmadi, Ahmadi, Sadatsakkak, & Feidt, 2015;Ahmadi, Tatar, et al, 2018;Ahmadi, Sorouri Ghare Aghaj, & Nazeri, 2013;Baghban, Bahadori, Mohammadi, & Behbahaninia, 2017;Baghban, Pourfayaz, et al, 2018;Baghban, Jalali, Mohammadi, & Habibzadeh, 2018;Baghban, Kardani, & Habibzadeh, 2017;Baghban, Mohammadi, & Taleghani, 2017;Faizollahzadeh Ardabili et al, 2018;Fotovatikhah et al, 2018;Ghazani, Baghban, Mohammadi, & Habibzadeh, 2018;Kazemi et al, 2018;Li, Zhang, & Liu, 2017;Loni, Asli-Ardeh, Ghobadian, Ahmadi, & Bellos, 2018;Pourkiaei, Ahmadi, & Hasheminejad, 2016;Taormina, Chau, & Sivakumar, 1985;Wu & Chau, 2011;S. Zhang & Chau, 2009;Z.…”
Section: Introductionmentioning
confidence: 99%
“…In order to realize the impact of each input parameter on the target variables, sensitivity analyses were conducted. A relevancy factor was defined as following to calculate the effect of each parameter quantitatively 43,44 : r=i=1n()Xk.iXfalse¯k()YitrueY¯i=1n()Xk.iXfalse¯k2i=1n()YitrueY¯2 …”
Section: Methodsmentioning
confidence: 99%