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Insights into the formation and dynamics of coignimbrite plumes from one-dimensional models

机译:从一维模型洞察共檐羽的形成和动力学

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Coignimbrite plumes provide a common and effective mechanism by which large volumes of fine-grained ash are injected into the atmosphere. Nevertheless, controls on formation of these plumes as a function of eruptive conditions are still poorly constrained. Herein, two 1-D axysymmetric steady state models were coupled, the first describing the parent pyroclastic density current and the second describing plume rise. Global sensitivity analysis is applied to investigate controls on coignimbrite plume formation and describe coignimbrite source and the maximum plume height attained. For a range of initial mass flow rates between 10(8) and 10(10) kg/s, modeled liftoff distance (the distance at which neutral buoyancy is attained), assuming radial supercritical flow, is controlled by the initial flow radius, gas mass fraction, flow thickness, and temperature. The predicted decrease in median grain size between flow initiation and plume liftoff is negligible. Calculated initial plume vertical velocities, assuming uniform liftoff velocity over the pyroclastic density current invasion area, are much greater (several tens of m/s) than those previously used in modeling coignimbrite plumes (1 m/s). Such velocities are inconsistent with the fine grain size of particles lofted into coignimbrite plumes, highlighting an unavailability of large clasts, possibly due to particle segregation within the flow, prior to plume formation. Source radius and initial vertical velocity have the largest effect on maximum plume height, closely followed by initial temperature. Modeled plume heights are between 25 and 47 km, comparable with Plinian eruption columns, highlighting the potential of such events for distributing fine-grained ash over significant areas.
机译:共生烟羽提供了一种常见而有效的机制,通过该机制,大量细颗粒的灰烬被注入到大气中。然而,根据喷发条件对这些羽流的形成的控制仍然受到严格限制。在此,耦合了两个一维轴对称稳态模型,第一个描述母体热碎裂密度电流,第二个描述羽状上升。全局敏感性分析用于调查对共檐岩羽形成的控制,并描述共檐岩的来源和获得的最大羽高。对于介于10(8)和10(10)kg / s之间的初始质量流量范围,假设径向超临界流,则模型化的升空距离(达到中性浮力的距离)由初始流动半径,气体控制质量分数,流动厚度和温度。预计在流动开始和羽流升起之间的中值晶粒尺寸减小是可以忽略的。假设在火山碎屑密度电流入侵区域上的均匀提起速度,计算出的初始羽状垂直速度要比以前在建模共混物羽状体时使用的初始羽状垂直速度(1 m / s)大得多(几十m / s)。这样的速度与放到共燃烟羽中的微粒的细粒度不一致,这突出了大碎屑的不可用,这可能是由于羽流形成之前流中的颗粒偏析所致。源半径和初始垂直速度对最大羽流高度的影响最大,紧随其后的是初始温度。模拟的羽状高度在25到47 km之间,可与普利尼亚喷发柱相媲美,突显了此类事件将细粒灰分分布到重要区域的潜力。

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