The Encyclopedia of Volcanoes 2015
DOI: 10.1016/b978-0-12-385938-9.00035-3
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Pyroclastic Density Currents

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Cited by 57 publications
(40 citation statements)
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“…Remobilized ash plumes consistently display characteristics similar to density flows (see supporting information). Wind speeds, and corresponding particle lofting, tend to respond to changes in slope angle, downslope obstacles, and changes in surface type, similar to the dispersion dynamics of pyroclastic density currents (Dufek et al, ). Ash remobilization is primarily driven by meteorological forcing (i.e., high near‐surface wind speed, low relative humidity) and therefore is relatively independent of eruptive activity at the volcano of origin.…”
Section: Distinguishing Plume Typesmentioning
confidence: 99%
“…Remobilized ash plumes consistently display characteristics similar to density flows (see supporting information). Wind speeds, and corresponding particle lofting, tend to respond to changes in slope angle, downslope obstacles, and changes in surface type, similar to the dispersion dynamics of pyroclastic density currents (Dufek et al, ). Ash remobilization is primarily driven by meteorological forcing (i.e., high near‐surface wind speed, low relative humidity) and therefore is relatively independent of eruptive activity at the volcano of origin.…”
Section: Distinguishing Plume Typesmentioning
confidence: 99%
“…Thus, understanding the generation, distribution, and persistence of positive pore pressure is an important prerequisite to accurately forecast flow behavior and the consequent hazards posed by these flows. However, there are several uncertainties in characterizing the effective permeability of polydisperse volcanic particle-fluid mixtures (Cashman & Sparks, 2013;Dufek et al, 2015). The current approaches to model dense pyroclastic currents may be grouped into three different types: (1) kinetic models, which represent block models with constant friction coefficients (Malin & Sheridan, 1982); (2) depth-averaged models, where the height-variant flow properties are vertically averaged and were modified granular flow (coulomb-like) theory accounts for gas pore pressure (Gueugneau et al, 2017;Kelfoun, 2011); (3) multiphase models, that simulate gas and particles as two different phases that interact and use the kinetic theory and frictional models such as the Srivastava-Sundaresan model for describing solid stresses (Dufek & Manga, 2008;Srivastava & Sundaresan, 2003).…”
Section: Introductionmentioning
confidence: 99%
“…Equally important, splash‐driven entrainment can be incorporated into 3‐D multiphase and multiphysics PDC simulations [e.g., Todesco et al , ; Dufek and Bergantz , ; Doronzo et al , ; Esposti‐Ongaro et al , ; Benage et al , ] to test how entrainment affects not only runout but concentration and concentration gradients, stratification, air entrainment, and thermal evolution within the flows. Three‐dimensional multiphase models can also explore how particle splash modifies the momentum flux into the currents and examine how high bed load concentrations [e.g., Andrews and Manga , ; Dufek et al , ] affect the occurrence and efficiency of particle splash.…”
Section: Discussionmentioning
confidence: 99%