2018
DOI: 10.5194/acp-18-4695-2018
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Reconstructing volcanic plume evolution integrating satellite and ground-based data: application to the 23 November 2013 Etna eruption

Abstract: Abstract. Recent explosive volcanic eruptions recorded worldwide (e.g. Hekla in 2000, Eyjafjallajökull in 2010, Cordón-Caulle in 2011) demonstrated the necessity for a better assessment of the eruption source parameters (ESPs; e.g. column height, mass eruption rate, eruption duration, and total grain-size distribution – TGSD) to reduce the uncertainties associated with the far-travelling airborne ash mass. Volcanological studies started to integrate observations to use more realistic numerical inputs, crucial … Show more

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Cited by 32 publications
(31 citation statements)
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“…Figure 7 also shows satellite images retrieved at 10:00 GMT and the tephra deposits obtained for 12 August 2011, and 23 November 2013, following our approach. Results for 23 November 2013, are in good agreement with the isomass map reported in [51], as shown in Figure 8. The computed mass loading is in fact inside one-fifth and five times the observed thresholds that are used for modelling validation purposes [27].…”
Section: Application To Two Past Lava-fountain-fed Plumessupporting
confidence: 87%
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“…Figure 7 also shows satellite images retrieved at 10:00 GMT and the tephra deposits obtained for 12 August 2011, and 23 November 2013, following our approach. Results for 23 November 2013, are in good agreement with the isomass map reported in [51], as shown in Figure 8. The computed mass loading is in fact inside one-fifth and five times the observed thresholds that are used for modelling validation purposes [27].…”
Section: Application To Two Past Lava-fountain-fed Plumessupporting
confidence: 87%
“…08:00 09:00 10:00 11:00 Computed value kg m 2 Figure 8. Comparison between the punctual tephra mass loading measured on the ground and reported in [51], and values computed with TEPHRA2 for the event on 23 November 2013. Dashed lines indicate over and under estimation of one-fifth and five times the observed values.…”
Section: Application To Two Past Lava-fountain-fed Plumesmentioning
confidence: 99%
“…Indeed, we assume that for a limited range within the TGSD (i.e., PM 10 ), the lognormal distribution can approximate the empirical distribution we used for characterizing the PM 10 . For the sake of simplicity, we used an empirical power law dependence of the fraction with Φ according to the following relationship (Poret et al, ): X()normalΦi=X()normalΦ4×γnormalΦinormalΦ4,normalΦ5 where X (Φ i ) is the fraction (in weight %) allocated to the i th bin, X (Φ 4 ) is the fraction obtained for Φ = 4, and γ is the empirical factor ( γ < 1). Although PM 10 refers to Φ ≥ 6, the Field TGSD does not permit calculating from Φ = 5 implying to start at Φ = 4 (see Figure b).…”
Section: Observational Data and Methodologymentioning
confidence: 99%
“…The best simulations are selected when k is minimized. Additionally, we calculated also the bias (to be minimized), the correlation (to be maximized), and the Student t test (Folch et al, ; Poret et al, ).…”
Section: Observational Data and Methodologymentioning
confidence: 99%
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