Abstract
Explosive volcanic eruptions, which are characterized by the discharge of ash and gas from the vent into the atmosphere, are an example of a naturally occurring buoyant jet. These buoyant jets can significantly impact the surrounding environment; for example, the presence of fine ash particles in the atmosphere can damage aircraft engines, potentially leading to engine failure. Therefore, during an explosive eruption, volcanic ash advisory centers (VAACs) consistently monitor the concentration of ash in the atmosphere using numerical models. These numerical models require the definition of a source term (i.e., source mass eruption rate, plume height and total grain size distribution), which is often obtained from simpler one-dimensional models. One dimensional models derived from well-established theories successfully replicate the dynamics of the initial buoyant jet; however, they assume time-averaged source conditions which are not observed in field-scale vulcanian and strombolian style eruptions. As such, there is a disconnect
between these well-established theories assuming time averaged source conditions and reality. This disconnect may introduce uncertainties in ash concentration forecasts, potentially resulting in practical implications such as unnecessary airspace closures or flights operating in hazardous conditions. The present contribution utilizes scaled laboratory experiments to quantify the
influence of source variability on the dynamics of buoyant jets and evaluates potential deviations from time-average assumptions.
between these well-established theories assuming time averaged source conditions and reality. This disconnect may introduce uncertainties in ash concentration forecasts, potentially resulting in practical implications such as unnecessary airspace closures or flights operating in hazardous conditions. The present contribution utilizes scaled laboratory experiments to quantify the
influence of source variability on the dynamics of buoyant jets and evaluates potential deviations from time-average assumptions.
Original language | English |
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Number of pages | 2 |
Publication status | Published - 18 Apr 2024 |
Event | General Assembly 2024 of the European Geosciences Union (EGU) - Austria Center Vienna, Vienna, Austria Duration: 14 Apr 2024 → 19 Apr 2024 https://www.egu24.eu/about/general_information.html |
Conference
Conference | General Assembly 2024 of the European Geosciences Union (EGU) |
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Country/Territory | Austria |
City | Vienna |
Period | 14/04/24 → 19/04/24 |
Internet address |