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Article

Modelling Paroxysmal and Mild-Strombolian Eruptive Plumes at Stromboli and Mt. Etna on 28 August 2019

1
Italian Institute for Environmental Protection and Research (ISPRA)—Geological Survey of Italy Department, Via Brancati 48, 00144 Roma, Italy
2
Associazione Meteo Professionisti (AMPRO), Via Francesco Morandini, 00142 Roma, Italy
3
Istituto Nazionale di Geofisica e Vulcanologia (INGV)—Sezione di Palermo, Sede Operativa di Milazzo, Via dei Mille, 98057 Milazzo, Italy
4
Dipartimento di Scienze Matematiche e Informatiche, Scienze Fisiche e Scienze della Terra (MIFT), Università degli Studi di Messina, Viale F. Stagno D’Alcontres, 98166 Messina, Italy
5
Istituto Nazionale di Geofisica e Vulcanologia (INGV)—Osservatorio Etneo, Sezione di Catania, Piazza Roma, 95125 Catania, Italy
6
Univ. Paris Est Créteil and Université de Paris, CNRS, Laboratoire Interuniversitaire des Systèmes Atmosphériques, Institut Pierre Simon Laplace, 94010 Créteil, France
7
National Institute of Oceanography and Applied Geophysics–(OGS)—Geophysics Department, 34010 Sgonico, Italy
8
Institute of Atmospheric Sciences and Climate (ISAC), Unit of Lecce, National Research Council (CNR), 73100 Lecce, Italy
*
Author to whom correspondence should be addressed.
Remote Sens.2023,15(24), 5727;https://doi.org/10.3390/rs15245727
Submission received: 14 November 2023 /Revised: 7 December 2023 /Accepted: 12 December 2023 /Published: 14 December 2023
(This article belongs to the SectionEnvironmental Remote Sensing)

Abstract

:
Volcanic eruptions pose a major natural hazard influencing the environment, climate and human beings at different temporal and spatial scales. Nevertheless, several volcanoes worldwide are poorly monitored and assessing the impact of their eruptions remains, in some cases, challenging. Nowadays, different numerical dispersion models are largely employed in order to evaluate the potential effects of volcanic plume dispersion due to the transport of ash and gases. On 28 August 2019, both Mt. Etna and Stromboli had eruptive activity; Mt. Etna was characterised by mild-Strombolian activity at summit craters, while at Stromboli volcano, a paroxysmal event occurred, which interrupted the ordinary typical-steady Strombolian activity. Here, we explore the spatial dispersion of volcanic sulphur dioxide (SO2) gas plumes in the atmosphere, at both volcanoes, using the Weather Research and Forecasting model coupled with Chemistry (WRF-Chem) considering the ground-measured SO2 amounts and the plume-height as time-variable eruptive source parameters. The performance of WRF-Chem was assessed by cross-correlating the simulated SO2 dispersion maps with data retrieved by TROPOMI and OMI sensors. The results show a feasible agreement between the modelled dispersion maps and TROPOMI satellite for both volcanoes, with spatial pattern retrievals and a total mass of dispersed SO2 of the same order of magnitude. Predicted total SO2 mass for Stromboli might be underestimated due to the inhibition from ground to resolve the sin-eruptive SO2 emission due to the extreme ash-rich volcanic plume released during the paroxysm. This study demonstrates the feasibility of a WRF-Chem model with time-variable ESPs in simultaneously reproducing two eruptive plumes with different SO2 emission and their dispersion into the atmosphere. The operational implementation of this method could represent effective support for the assessment of local-to-regional air quality and flight security and, in case of particularly intense events, also on a global scale.

    1. Introduction

    Volcanic eruptions can have important impacts on society, representing a potential source of hazard (e.g., Loughlin et al. 2015 [1]). Explosive eruptions may cause the formation of ash-gas columns, which may rise to several kilometres above the vent and be transported over long distances. The transport and deposition of volcanic ash and gases could have a high impact on transportation, mainly air traffic, but also vehicles and trains. Additionally, agriculture, human health and the climate system would be impacted [2,3,4,5]. Among the volcanic gases, sulphur dioxide (SO2) is responsible for acid rain, due to the reaction with atmospheric water, forming sulphuric acid [6].
    Furthermore, when extremely strong explosive paroxysms occur, volcanic ash and SO2 may reach the stratosphere. Since this atmospheric layer is characterised by vertical stratification, ash and sulphate aerosol particles (resulting from the oxidation and nucleation of SO2 emission), which interact with solar and terrestrial radiation, can reside in the stratosphere for a longer time than in the case of tropospheric injections, thus modulating the radiative balance and impacting the climate system (e.g., Pinatubo 1991 [7,8] and Tambora 1815 [9], Raikoke 2019 [10], Hunga Tonga 2022 [11,12]).
    Generally, extreme explosive eruptions are associated with a negative short-wave radiative forcing and a transient decrease in global surface temperatures (e.g., Oppenheimer 2011 [13] and Luterbacher and Pfister 2015 [14]), even if the recent Hunga Tonga eruption in 2022 challenged this paradigm due to the large injection of water vapour for this Phreatoplinian eruption [11].
    Due to the importance of volcanism and its impacts, intense research activity is presently focused on the development and optimization of numerical models which can simulate the atmospheric transport and surface deposition of pollutants, including volcanic ash and gases, such as the so-called Volcanic Ash Transport and Deposition (VATD) models [15]. This whole class of dispersion models can be classified into two main groups based on the physical–mathematical approach adopted. The first class considers the Eulerian models, in which the variables are discretized on grids and the equations are solved with numerical methods, i.e., WRF-Chem [16] and FALL3D [17]. The second class considers the Lagrangian models, in which the trajectory of single particles is studied, i.e., FLEXPART [18], Hysplit [19,20] and NAME [21,22]. The Eulerian Weather Research and Forecasting–Chemistry (WRF-Chem) model has been recently utilised to study single paroxysmal events of Mt. Etna (e.g., 23 November 2013 [23], and two sequences of paroxysms of Mt. Etna [24]).
    The other application of the WRF-Chem model concerns the impact on the Mediterranean basin of bromine [25,26] because volcanoes are considered a geochemically important source of halogen species into the troposphere. Volcanic gases and aerosols are also subject to numerous physical and chemical evolution processes such as sulphate aerosol production or cloud condensation nuclei activation [27]. Pianezze et al. 2019 [28] observed that degassing has a strong impact on cloud condensation nuclei (CCN) formation) investigating both Mt. Etna and Stromboli volcanic plumes during the stage of quiescent degassing for Mt. Etna and ordinary explosive activity at Stromboli. More recently, Arghavani et al. 2022 [29] implemented a novel parameterisation of nucleation in the WRF-Chem model regarding new particle formation of a passive degassing of the Mt. Etna plume observed on 15 June 2016 [29].
    Mt. Etna and Stromboli are ideal target volcanoes for testing and developing numerical modelling on physical and chemical evolution processes of volcanic degassing. They are both persistently active and well monitored and, therefore, allow for detailed model inputs and correlative data to be gathered.
    Mt. Etna is one of the most important emitters of natural pollution on Earth, accounting for about 10% of the global average volcanic emissions of carbon dioxide and SO2 (e.g., [30,31]. The total volatile flux from Mt. Etna is evaluated at ∼21,000 t/day, with a large fraction accounted for by water vapour (H2O, ∼13,000 t/day). H2O dominates (>70%) the volatile budget during syn-eruptive degassing, while CO2 and H2O contribute equally to the total volatile flux during passive degassing. SO2 accounts for a relatively minor fraction of the total volatile flux both during passive and eruptive degassing (respectively, (∼8% and ∼17% [32]).
    Stromboli is well known for its mild and continuous Strombolian activity, occasionally interrupted by effusive eruptions and more-violent-than-ordinary explosive events, named based on their intensity of major explosions and paroxysms (e.g., [33]). The persistent eruptive activity of Stromboli is fed by a volatile-rich high-potassium basalt whose continuous degassing through open conduits sustains a permanent volcanic plume degassing, which contributes 1–2% of the estimated global volcanic yield of sulphur, halogens, and trace metals to the atmosphere [34]. Chemical investigation of Stromboli’s plume degassing has revealed a large spread of plume compositions depending on bulk-quiescent and sin-explosive degassing. The quiescent degassing shows a well-defined time-averaged chemical composition dominated by H2O (48–98 mol%; mean 80%), CO2 (2–50 mol%; mean 17%) and SO2 (0.2–14 mol%; mean 3% [35]). SO2 represents by far the main sulphur-containing species: SO2/H2S molar ratios range from 14 to 17 [36] and particulate sulphur accounts for <5% of total sulphur [34,37].
    Compared with quiescent emissions, the bursting gas slugs associated with ordinary Strombolian explosive activity have a distinct chemical composition. The gas phase is richer in CO2 (11–50%; mean 26%) and poorer in H2O (48–88%; mean, 73%) than the bulk plume passively released by the volcano, and moreover displays higher CO2/SO2, SO2/HCl, and CO/CO2 molar ratios [35]. Larger variations have been observed before the occurrence of paroxysm with a 10-fold increase in CO2 flux and high value of CO2/SO2 ratios and 5-fold SO2 flux growth recorded in the days and hours before 15 March 2007 paroxysms [38].
    Here, we report on the evolution of the spatial distribution of SO2 in the Mt. Etna and Stromboli volcanic plumes during a case study on 28 August 2019. At that time, the signatures of the activities of both volcanoes are visible simultaneously. Mt. Etna was in passive degassing and moderate erupting phase, whereas Stromboli was experiencing a paroxysmal event. With the WRF-Chem model, simulations were carried out using in situ ESPs (SO2 emitted burden and injection height).
    The main objectives of this paper are (i) to reproduce the observed spatial and temporal evolution of the volcanic plumes produced by Mt Etna and Stromboli volcanoes using the WRF-Chem model, (ii) to test an innovative method, which allows us to take into account the transient and fluctuating nature of the volcanic emissions, and (iii) to model, for the first time, the transport of the eruptive column-produced transport by a paroxysmal event of Stromboli with the interaction of the Etna summit crater plume.
    This manuscript is structured into five sections. InSection 2, the volcanology framework of Mt. Etna and Stromboli is introduced. The data and methodology used in this work are described inSection 3.Section 4 presents the results of the simulations and their evaluation with the available observational data; ageing of the volcanic plumes; and their effects. Conclusions are drawn inSection 5.

    2. Volcanology Framework

    Sicily is part of the western central Mediterranean and its segment constitutes a link between the African Maghrebides with Southern Apennines across the Calabrian accretionary wedge (e.g., Lentini et al. 2014 [39]).
    Active volcanism is located in the eastern and northern part of the island. Mt. Etna and Stromboli share the common feature of most active volcanoes in the world with an almost continuous eruptive activity [40,41], characterized by a wide range and intense voluminous eruptive phenomena, ranging from lava effusion to explosive paroxysms, causing columns of ash up to different km above the vent.
    Specifically, in the period of study, Mt. Etna was characterised by explosive activity variables in both intensity and style, mainly from the South-East crater (SEC, seeFigure 1). The activity consisted of mild explosions coupled with episodic summit effusive events between late May and July [42]. Throughout the month of August, and specifically on 28 August, eruptive activity gradually declined in intensity, consisting of mild Strombolian activity mainly from SEC and secondary from the North-East crater and Bocca Nuova (respectively, NEC and BN, seeFigure 1).
    At Stromboli volcano, during summer 2019, two paroxysms occurred on 3 July and 28 August. Specifically, the August episodes consisted mainly of three explosions followed by a pyroclastic flow along the Sciara del Fuoco sector that travelled about 1 km on the sea surface and caused a tsunami with waves about 60 cm high. The eruptive column reached up to ∼6.4 km [43] with a fall-out dispersion of ash and volcanic gas towards NNE (between P.ta Labronzo and Stromboli village [44]).
    The Toulouse Volcanic Ash Advisory Centre (VAAC), operated by Météo-France (https://vaac.meteo.fr/, accessed on 17 March 2023), has the responsibility of the now-casting of volcanic emission dispersal in the Mediterranean basin, which hosts very active volcanoes like Etna and Stromboli. It released three Volcanic Ash Advisories (VAA) for Stromboli, following the eruptions analysed in this paper and reported in theAppendix A (seeTable A1). The first two advisories (at 10:56 and 12:00 UTC) were classified as red indicating a warning alert, while the third one at 15:00 UTC (orange alert) denoted a reduction in ash emission.
    Remotesensing 15 05727 g001
    Figure 1. (a) Map showing the position of both (b) Stromboli (top right panel, modified from Google Earth) and (c) Mt. Etna (bottom right panel, modified from Google Earth) volcanoes in southern Italy. The white dots in the panels (b,c) represent the Flame DOAS network. The gray map (d) shows the summit craters with their respective names: Voragine (VOR); Bocca Nuova (BN); North-East Crater (NEC); and South-East Crater (SEC) [45].
    Figure 1. (a) Map showing the position of both (b) Stromboli (top right panel, modified from Google Earth) and (c) Mt. Etna (bottom right panel, modified from Google Earth) volcanoes in southern Italy. The white dots in the panels (b,c) represent the Flame DOAS network. The gray map (d) shows the summit craters with their respective names: Voragine (VOR); Bocca Nuova (BN); North-East Crater (NEC); and South-East Crater (SEC) [45].
    Remotesensing 15 05727 g001

    3. Data and Methods

    In this chapter, we describe the experimental ESP data that are used to initialise the volcanic package of the WRF-Chem model and the satellite data that are used to validate the model output.

    3.1. Ground-Based SO2 Flux Emission

    The bulk plume SO2 flux released by the summit craters of Mt. Etna and Stromboli was measured during daylight hours using the FLAME (FLux Automatic MEasurement) ultraviolet DOAS (differential optical absorption spectroscopy) scanning spectrometer network (e.g., Salerno et al. 2018 [46]).
    At Stromboli, the network consists of four ultraviolet scanning spectrometers placed near the coast of the island and intercepting the plume from a distance of ∼2 km from the summit craters of Stromboli.
    At Mt. Etna, automatic FLAME stations are placed in the flank of the volcano at a mean altitude of 800 m a.s.l. and intercepting the volcanic plume at a mean distance of ∼14 km from the summit craters.
    At both volcanoes, each instrument scans the sky over 156 from horizon to horizon every 5 min during daylight. Open-path ultraviolet spectra were reduced on-site applying the DOAS method (e.g., Platt and Stutz 2008 [47]) and using a modelled clear sky spectrum [48]. SO2 mass emission rates are automatically computed by inverting the SO2 volcanic column amounts’ plume profiles, and the uncertainty in SO2 flux ranges between −22 and +36% (e.g., [46,48]). The details and configuration of the network are given in [46,48].

    3.2. WRF-Chem Setup

    For this study, we have utilised the WRF-Chem model version 4.3.1 in a numerical domain covering the southern Mediterranean, with 310 × 320 grid points and a horizontal grid spacing of 6 km.
    Initial and boundary conditions are available at the WRF input system (https://www2.mmm.ucar.edu/wrf/users/download/free_data.html accessed on 17 March 2023) and provided by the NCAR/NCEP Final Analysis from Global Forecast System (FNL from GFS at 1-degree resolution, ds083.2, available at this link:https://rda.ucar.edu/datasets/ds083.2/ accessed on 17 March 2023).
    Both simulations started on 28 August 2019 00:00 UTC and finished on 30 August 2019 00:00 UTC. The parameterisations of the physics and chemistry components of the WRF-Chem model are reported inTable 1.
    Based on the WRF setup recommended by [24], the physics parameterisations that are utilised consist in the Mellor–Yamada–Janjic Scheme parameterisation (MYJ; [49]) to define the planetary boundary layer (bl_pbl_physics = 2) and the surface layer (sf_sfclay_phy-sics = 2) Eta similarity scheme ([50]).
    The land surface exchange processes and the associated fluxes are represented by the Noah-MP Land Surface Model (sf_surface_physics = 4; [51]). The radiative schemes are parameterised using the Goddard radiation model [52] for both shortwave and longwave (ra_sw/lw_physics = 5) components. The microphysics parameterisation considers the one-moment Goddard four-class ice (4ICE) scheme developed by [53]. This scheme considers prognostic variables for cloud ice, snow, graupel and hail.
    In WRF-Chem, the “chem_volc package” (option 402) is utilised and it transports sulphur dioxide (SO2) and volcanic ash bins (not utilised in this study) in the numerical domain. The FLAME-DOAS data were pre-processed and elaborated to be compatible with the WRF-Chem input system. In particular, since the SO2 ground FLAME-DOAS time series are not stationary, depending on the spread direction of the volcanic plume with respect to the spatial distribution of the stations in the volcano, it was necessary to apply RAW-data processing techniques, including both time-regularization and interpolation algorithms. Subsequently, they were filtered on a 30 s time lag to be ingested in the numerical model at each time step. The corresponding time series of SO2 mass eruption rate and injection height are depicted inFigure 2 andFigure 3, respectively, for both eruptive time series.
    For Stromboli volcano, during the ordinary “Strombolian” activity, the value of SO2 injection height considered in the simulation, obtained using the INGV realtime camera observations, was about 1000 m asl (about 100 m above the Pizzo Sopra La Fossa), according to the plume height values recorded during the typical Strombolian activity [33,41]. Instead, during the paroxysmal event of 28 August 2019, the height of the ash-gas column injected in the model was computed using a calibrated picture of the paroxysm taken from Panarea island (about 18 km from Stromboli), with respect to the altitude of Stromboli island. Using qualitative inversion, we estimate a height of 5500 m ejected for about 15 min between 10:17 (start of the paroxysm) and 10:42 UTC, which is consistent with that estimated by [44].
    The injection height parameter was ingested in the model simulation at each time step as indicated byFigure 3. A linear interpolation technique has been over-imposed in order to take into account decreasing plume height values at the end of the paroxysm.
    Concerning the Mt. Etna simulation, a constant SO2 injection was taken into account at around 4000 m asl (about 700 m above the summit craters, which are at altitude of about 3300 m), obtained from the real time monitoring cameras of INGV.Table 2 reports the ESPs for both eruptive events of Stromboli and Mt. Etna, respectively, STR1 and ETN1. The duration of almost 10 h for both STR1 and ETN1 events and the Total Emitted Mass (TEM) from ETN1 being almost six times more powerful in terms of total SO2 mass emitted in the atmosphere can be noted.

    3.3. Tropomi Data

    The TROPOspheric Monitoring Instrument (TROPOMI) is a passive-sensing hyperspectral nadir-viewing imager onboard the Sentinel-5 Precursor satellite of the European Space Agency (ESA). It operates with four separate spectrometers measuring the ultraviolet (UV), UV–visible (UV-VIS), near-infrared (NIR) and short-wavelength infrared (SWIR) spectral bands [54]. It was launched on 13 October 2017, and its swath width is approximately 2600 km, with an along-track resolution of 7 km and daily global coverage [55].
    The Global Sulfur Dioxide Monitoring Home Page of the Goddard Space Flight Center (https://www.nasa.gov/goddard accessed on 17 March 2023) provides in its web-portal (https://so2.gsfc.nasa.gov accessed on 17 March 2023) the “archived daily OMI/OMPS/TR0POMI images”. Selecting the region and the date of interest, SO2 maps may be downloaded all over the globe; in particular, we have downloaded the TROPOMI image of Mt. Etna and Stromboli relative to the eruptive activities of 28 August 2019 (available at this link:https://so2.gsfc.nasa.gov/pix/daily/ixxxza/troploop5pca.php?yr=19&mo=08&dy=28&bn=etna accessed on 17 March 2023).

    4. Results and Discussion

    4.1. Synoptic Analysis

    To analyse the synoptic conditions, the maps of geopotential height and winds obtained from the simulations performed using the WRF-Chem model are shown inFigure 4. In particular,Figure 4a–c represent the mid-troposphere (at an altitude equal to 500 hPa, about 5500 m above sea level). The geopotential height and wind at 700 hPa (about 3000 m above sea level) are shown inFigure 4d–f.
    The day of 28 August 2019 was characterized by a sequence of ridges and troughs. In particular, the presence of a high pressure pattern (ridge) of the north-African matrix, has affected areas in southern Italy, especially Sicily (seeFigure 4). During the day, the anticyclonic system tended to weaken, favouring the zonal translation (from West to East) of a cyclonic vortex. The trough, initially close to the Balearic Islands (Figure 4a), reached Sardinia and, during the evening, the northwestern coast of Sicily (Figure 4b,c). This synoptic framework, at first, favoured the presence of winds at 500 hPa coming from the southwest to the western sector of Sicily, while the eastern one was affected by northwestern winds (Figure 4a). In the following hours, the winds at 500 hPa gradually tended to align from the southwestern quadrants across the entire Sicilian territory (Figure 4c).
    InFigure 4d, it is possible to notice that, close to Stromboli volcano, the winds at 700 hPa are directed eastward; in the following hours (Figure 4e,f), they turn southward.
    Finally, to show the direction and velocity of winds at different altitudes, close to both Mt. Etna and Stromboli volcanoes, the Skew-T diagrams obtained from the WRF-Chem simulation are reported inFigure 5 andFigure 6.
    In particular, it is possible to note that at 06:00 UTC, time corresponding to the beginning of the SO2 flux data series recorded by the FLAME network, winds on the Etna volcano (seeFigure 5), at an altitude of 700 hPa (about 3000 m), were oriented from the northwestern quadrants.
    Instead, on Stromboli volcano, the phenomenon of wind shear (seeFigure 6) was observed, consisting of an abrupt variation in both wind intensity and direction with altitude. Indeed, at up to 700 hPa, the winds came from the southwestern quadrants, while at higher altitudes they tended to start from the northwestern sector.

    4.2. Results from the WRF-Chem Model and Comparison with TROPOMI

    As mentioned in the Introduction, the main purpose of this work is to analyse two simultaneous eruptions from the Mt. Etna and Stromboli volcanoes in Sicily (Italy). These two volcanoes are 120 km apart, and in the case of simultaneous eruptions, the volcanic plumes may overlap in a complex pattern. The numerical modelling of such events and the analysis of satellite data may be helpful in the interpretation of the spatial pattern and the relative consequences on the territory.
    On the Tropomi image, reported inFigure 7a, it is evident that there are two distinct SO2 plumes at granule time 11:13–13:14 UTC on 28 August. The WRF-Chem simulation (Figure 7b) reproduces, with high fidelity, the spatial pattern retrievals from the Tropomi sensor. To obtain Dobson Units (DU) from the WRF-Chem output SO2 variable, which is expressed in ppmv (part per million by volume), it must be first transformed inμg m3, then integrated vertically over each grid-point column to giveμg m2 and finally converted in DU; the corresponding converted variable will be denoted in the following text as SO2_du.
    In particular, according to the synoptic analysis and considering the Skew-T diagrams reported inFigure 5 andFigure 6, the plume from Mt. Etna being oriented from the northwestern quadrant is directed south-east, while the plume from Stromboli is oriented north/north-east. The intensity of SO2_du predicted by WRF-Chem is in some way under-estimated, even if the maximum SO2_du values on the map are close to 2 DU.
    Considering the fair agreement between the observed and the modelled columnar SO2_du at 13:00 UTC, it may be interesting to show the time evolution of the two different plumes also because the two eruptive sequences stopped at 15:00 (Stromboli) and 16:00 UTC (Mt. Etna) on August 2018, as reported inTable 2. On the six panels ofFigure 8, we have reported the time sequence of the two SO2_du plumes at different times, namely at 11:00 (a), 14:00 (b), 17:00 (c), 20:00 (d) and 23:00 (e) UTC on 28 August and 04:00 UTC on 29 August (f).
    When analysing this figure in detail, it can be seen that a portion of the Stromboli plume, starting at 14:00 UTC (Figure 8b), is being deviated in he south-east direction; this allows the merging of the two plumes at a later time, as shown byFigure 8c (17:00 UTC) and subsequent times (Figure 8d–f). An important feature highlighted byFigure 8 concerns the spatial extension of the two volcanic plumes that in the case of Mt. Etna occupy a much larger region; this is not surprising if we consider the total emitted mass (TEM) that is reported inTable 2.
    To further verify this concept (merging), it is necessary to show the SO2 patterns at given times and at a pressure level of 500 hPa (about 5500 m). For this purpose, we have providedFigure 9 in which we reported the sequence of a SO2 snapshot from 11:00 UTC on 28 August 2019 (Figure 9a) to 04:00 UTC on 29 August 2019 (Figure 9f). In particular,Figure 9c shows that the merging of the two plumes starts just after 17:00 UTC, but it becomes more evident at 20:00 UTC (red circle inFigure 9d). At later times, the two merged plumes are directed south-east according to the synoptic circulation at this pressure level. In addition, in the Appendix, SO2 pattern sequences are also shown at a pressure level of 600 (Figure A6) and 700 hPa (Figure A7). This allows us to investigate the region between 3 and 5 km asl where the largest portion of SO2 mass is transported. The analysis of the two supplementary maps confirms the considerations reported above at 500 hPa.
    The SO2 spatial pattern displayed byFigure 8 andFigure 9 (andFigure A6 andFigure A7 inAppendix A) reveals a complex structure of both volcanic plumes. In this context, the necessity of coupling a meteorological model with an aerosol dispersion module and with time-varying ESPs is mandatory.

    5. Conclusions

    In this work, we studied the transport of volcanic SO2 eruptive plumes from Mt. Etna and Stromboli using the Weather Research and Forecasting model coupled with Chemistry (WRF-Chem). The two volcanoes emitted different SO2-burdens and plume heights as a consequence of their different eruptive styles. The former featured mild-Strombolian activity while the second a paroxysmal event.
    Modelling was configured by considering the time-variable Eruptive Source Parameters (ESPs) related to the SO2 flux released by the summit craters, obtained by the ground scanning spectrometer FLAME DOAS network and plume height inverted by the literature and calibrated images. The total erupted mass of Stromboli and Mt. Etna covered almost one order of magnitude (0.077–0.5 Tg) with durations of almost 10 h for both events. The synoptic conditions at 500 hPa were characterised by the presence of an African high-pressure field that during the day was weakening, favouring the zonal translation (from west to east) of the low-pressure system.
    The comparison between the SO2 dispersion maps simulated by the model, and data observed by TROPOMI for both Mt. Etna and Stromboli show good agreement with the simulated total mass of SO2 of the same order of magnitude as the satellite data. However, in the case of Stromboli, the total mass of SO2 predicted by the WRF-Chem simulation is underestimated. This is probably due to the inhibition of the actual detection of syn-eruptive SO2 by the FLAME system, caused by the extremely ash-rich volcanic plume released during the paroxysm.
    The additional analysis of SO2 transport at 500 hPa shows a complex pattern characterised by two distinctive plumes merging a few hours after the main eruptive events. In conclusion, here, we demonstrate the feasibility of the WRF–Chem model with time-variable ESPs in reproducing different levels of volcanic SO2 and their dispersion into the atmosphere. This approach could represent effective and operational support for the assessment of flight security in the Mediterranean area.
    Future developments of the volcanic package of the WRF-Chem model will consider an improved definition of injection heights and columnar ash distribution in the early stage of a paroxysm. An online chemistry package will also be considered to describe the proper transformation of sulphur dioxide and sulphur trioxide into sulphate aerosols and its negative radiative forcing on the stratosphere.

    Author Contributions

    All authors contributed to the conceptualization, methodology, investigation, writing, reviewing, and editing of the present work. Supervision, G.C.; software, U.R.; funding acquisition, G.S. All authors have read and agreed to the published version of the manuscript.

    Funding

    This research was funded by Project IMPACT—a multidisciplinary Insight on the kinematics and dynamics of Magmatic Processes at Mt. Etna Aimed at identifying preCursor phenomena and developing early warning sysTems, INGV–Progetto Strategico Dipartimento Vulcani 2019.

    Data Availability Statement

    Data are contained within the article.

    Acknowledgments

    G.S. acknowledge Filippo Murè, Paolo Principato and Roberto Maugeri for technical assistance in the FLAME networks of Mt Etna and Stromboli. The IMPACT project is acknowledged for supporting scientific activities of FLAME networks.

    Conflicts of Interest

    The authors declare no conflict of interest.

    Appendix A

    Table A1. VAA issued by the Toulouse VAAC MeteoFrance for Stromboli on 28 August 2019; NIL = no ash cloud is produced; green = normal; yellow = advisory; orange = watch; red = warning.
    Table A1. VAA issued by the Toulouse VAAC MeteoFrance for Stromboli on 28 August 2019; NIL = no ash cloud is produced; green = normal; yellow = advisory; orange = watch; red = warning.
    AdvisoryAviation Colour CodeEruption DetailsTEM (Rmk)
    2019-08-28 10:56 UTCRedExplosion at summitSignificant ash emission
    2019-08-28 12:00 UTCRedStrong Eruption with ash emission occurred at 10:17 UTC. Eruption has decreased nowAsh emission now seems negligible
    2019-08-28 15:00 UTCOrangeNegligible ash emissionVA not identifiable on sat imagery in spite of good visibility. Some volcanic ash possible in the direct vicinity of the volcano.
    Remotesensing 15 05727 g0a1
    Figure A1. Geopotential height (m) at 500 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Figure A1. Geopotential height (m) at 500 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Remotesensing 15 05727 g0a1
    Remotesensing 15 05727 g0a2
    Figure A2. Wind (m/s) at 500 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Figure A2. Wind (m/s) at 500 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Remotesensing 15 05727 g0a2
    Remotesensing 15 05727 g0a3
    Figure A3. Geopotential height (m) at 700 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Figure A3. Geopotential height (m) at 700 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Remotesensing 15 05727 g0a3
    Remotesensing 15 05727 g0a4
    Figure A4. Wind (m/s) at 700 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Figure A4. Wind (m/s) at 700 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and 00:00 UTC (d) on 29 August 2019. Data have been downloaded from the ERA5 reanalysis [56].
    Remotesensing 15 05727 g0a4
    Remotesensing 15 05727 g0a5
    Figure A5. Wind (m/s) at 500 hPa for 28 August at 11:00 UTC (a), 14:00 (b), 17:00 UTC (c), 20:00 UTC (d) and 23:00 UTC (e), and 04:00 on 29 August (f).
    Figure A5. Wind (m/s) at 500 hPa for 28 August at 11:00 UTC (a), 14:00 (b), 17:00 UTC (c), 20:00 UTC (d) and 23:00 UTC (e), and 04:00 on 29 August (f).
    Remotesensing 15 05727 g0a5
    Remotesensing 15 05727 g0a6
    Figure A6. WRF-Chem snapshots for 28 August at 600 hPa at 11:00 UTC (a), 14:00 (b), 17:00 UTC (c), 20:00 UTC (d) and 23:00 UTC (e), and 04:00 on 29 August (f).
    Figure A6. WRF-Chem snapshots for 28 August at 600 hPa at 11:00 UTC (a), 14:00 (b), 17:00 UTC (c), 20:00 UTC (d) and 23:00 UTC (e), and 04:00 on 29 August (f).
    Remotesensing 15 05727 g0a6
    Remotesensing 15 05727 g0a7
    Figure A7. WRF-Chem snapshots for 28 August at 700 hPa at 11:00 UTC (a), 14:00 (b), 17:00 UTC (c), 20:00 UTC (d) and 23:00 UTC (e), and 04:00 on 29 August (f).
    Figure A7. WRF-Chem snapshots for 28 August at 700 hPa at 11:00 UTC (a), 14:00 (b), 17:00 UTC (c), 20:00 UTC (d) and 23:00 UTC (e), and 04:00 on 29 August (f).
    Remotesensing 15 05727 g0a7

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    Remotesensing 15 05727 g002
    Figure 2. The SO2 flux time series provided to model WRF-Chem related to Stromboli (orange line in panel (a)) and Etna (green line in panel (b)) volcanoes, respectively. Units are 107 g/h (a) and 108 g/h (b).
    Figure 2. The SO2 flux time series provided to model WRF-Chem related to Stromboli (orange line in panel (a)) and Etna (green line in panel (b)) volcanoes, respectively. Units are 107 g/h (a) and 108 g/h (b).
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    Figure 3. Injection height (asl) related to both Stromboli (orange line) and Mt. Etna (green line) SO2 flux time series during 28 August 2019, obtained via INGV instrumentation. The red line refers to the start of the Stromboli paroxysm.
    Figure 3. Injection height (asl) related to both Stromboli (orange line) and Mt. Etna (green line) SO2 flux time series during 28 August 2019, obtained via INGV instrumentation. The red line refers to the start of the Stromboli paroxysm.
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    Figure 4. Geopotential height (m) and wind barbs (m/s) at 500 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and at 700 hPa at 06:00 (d), 12:00 (e) and 18:00 (f) UTC on 28 August 2019.
    Figure 4. Geopotential height (m) and wind barbs (m/s) at 500 hPa at 06:00 (a), 12:00 (b) and 18:00 (c) UTC on 28 August 2019 and at 700 hPa at 06:00 (d), 12:00 (e) and 18:00 (f) UTC on 28 August 2019.
    Remotesensing 15 05727 g004
    Remotesensing 15 05727 g005
    Figure 5. Skew-T diagram obtained in the proximity of Etna volcano. The blue line represents the Dewpoint plot. The black line represents environmental sounding.
    Figure 5. Skew-T diagram obtained in the proximity of Etna volcano. The blue line represents the Dewpoint plot. The black line represents environmental sounding.
    Remotesensing 15 05727 g005
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    Figure 6. Skew-T diagram obtained in the proximity of Stromboli volcano. The blue line represents the Dewpoint plot. The black line represents the environmental sounding. The red line represents the parcel lapse rate.
    Figure 6. Skew-T diagram obtained in the proximity of Stromboli volcano. The blue line represents the Dewpoint plot. The black line represents the environmental sounding. The red line represents the parcel lapse rate.
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    Figure 7. (a) TROPOMI retrievals for 28 August 2019 at 11:30–13:14; (b) WRF-Chem output SO2_du at 13:00 UTC of 28 August 2019. Units for Tropomi (a) are DU and 103 DU for WRF-Chem (b).
    Figure 7. (a) TROPOMI retrievals for 28 August 2019 at 11:30–13:14; (b) WRF-Chem output SO2_du at 13:00 UTC of 28 August 2019. Units for Tropomi (a) are DU and 103 DU for WRF-Chem (b).
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    Figure 8. Columnar density of SO2_du expressed in 103 Dobson Units (DU), estimated from the simulation carried out by the WRF-Chem model, for 28 August 2019 at 11:00 UTC (a), 14:00 UTC (b), 17:00 UTC (c), 20:00 UTC (d), 23:00 UTC (e) and 04:00 UTC on 29 August 2019 (f).
    Figure 8. Columnar density of SO2_du expressed in 103 Dobson Units (DU), estimated from the simulation carried out by the WRF-Chem model, for 28 August 2019 at 11:00 UTC (a), 14:00 UTC (b), 17:00 UTC (c), 20:00 UTC (d), 23:00 UTC (e) and 04:00 UTC on 29 August 2019 (f).
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    Figure 9. Sequence of images illustrating the distribution of sulphur dioxide (inμg m3) at 500 hPa, obtained from the WRF-Chem simulation, for 28 August 2019 at 11:00 UTC (a), 14:00 UTC (b), 17:00 UTC (c), 20:00 UTC (d), 23:00 UTC (e) and 04:00 UTC on 29 August 2019 (f).
    Figure 9. Sequence of images illustrating the distribution of sulphur dioxide (inμg m3) at 500 hPa, obtained from the WRF-Chem simulation, for 28 August 2019 at 11:00 UTC (a), 14:00 UTC (b), 17:00 UTC (c), 20:00 UTC (d), 23:00 UTC (e) and 04:00 UTC on 29 August 2019 (f).
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    Table 1. Physical and chemical options of the WRF-Chem model.
    Table 1. Physical and chemical options of the WRF-Chem model.
    ComponentNamelistDescription
    Microphysicsmp_physics = 7New Goddard 4-Ice Scheme
    SW radiationra_physics = 5New Goddard Shortwave Schemes
    LW radiationra_physics = 5New Goddard Longwave Schemes
    Surface Layersf_sfclay_physics = 2Eta Similarity Scheme
    PBLbl_pbl_physics = 2Mellor–Yamada–Janjic Scheme (MYJ)
    Land surfacesf_surface_physics = 4Noah–MP Land Surface Model
    Chemistrychem_opt = 402chem_volc package
    Table 2. The Eruption Source Parameters (ESPs) for the eruptions of 28 August 2019.
    Table 2. The Eruption Source Parameters (ESPs) for the eruptions of 28 August 2019.
    EventStart Eruption
    (UTC)
    HH:MM:SS
    End Eruption
    (UTC)
    HH:MM:SS
    TEM (SO2)
    Tg
    Injection
    Height(asl)
    km
    STR105:53:0015:03:000.0771–5.5–1
    ETN106:13:3016:04:000.4994
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    Castorina, G.; Semprebello, A.; Gattuso, A.; Salerno, G.; Sellitto, P.; Italiano, F.; Rizza, U. Modelling Paroxysmal and Mild-Strombolian Eruptive Plumes at Stromboli and Mt. Etna on 28 August 2019.Remote Sens.2023,15, 5727. https://doi.org/10.3390/rs15245727

    AMA Style

    Castorina G, Semprebello A, Gattuso A, Salerno G, Sellitto P, Italiano F, Rizza U. Modelling Paroxysmal and Mild-Strombolian Eruptive Plumes at Stromboli and Mt. Etna on 28 August 2019.Remote Sensing. 2023; 15(24):5727. https://doi.org/10.3390/rs15245727

    Chicago/Turabian Style

    Castorina, Giuseppe, Agostino Semprebello, Alessandro Gattuso, Giuseppe Salerno, Pasquale Sellitto, Francesco Italiano, and Umberto Rizza. 2023. "Modelling Paroxysmal and Mild-Strombolian Eruptive Plumes at Stromboli and Mt. Etna on 28 August 2019"Remote Sensing 15, no. 24: 5727. https://doi.org/10.3390/rs15245727

    APA Style

    Castorina, G., Semprebello, A., Gattuso, A., Salerno, G., Sellitto, P., Italiano, F., & Rizza, U. (2023). Modelling Paroxysmal and Mild-Strombolian Eruptive Plumes at Stromboli and Mt. Etna on 28 August 2019.Remote Sensing,15(24), 5727. https://doi.org/10.3390/rs15245727

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