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Flow regime identification in a three-phase bubble column based on statistical, Hurst, Hilbert-Huang transform and Shannon entropy analysis

机译:基于统计,Hurst,Hilbert-Huang变换和Shannon熵分析的三相气泡塔流态识别

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摘要

Flow regime transitions in a gas-liquid-solid three-phase bubble column were investigated based on pressure time series. The statistical, Hurst, Hilbert-Huang transform and Shannon entropy analysis methods were applied to differential pressure fluctuation data measured in a two-dimensional (2-D) bubble column measuring 0.1m in length and 0.01m in width equipped with a sintered plate distributor (average diameter of holes was 50μm). Air was used as the gas phase and tap water as the liquid phase. Glass beads measuring 150μm in size with a particle density of 2500kg/m~3 constituted the solid phase. Based on sudden changes in both the EMD energy entropy from Hilbert-Huang transform and the Shannon entropy values, two flow regime transition gas velocities were successfully identified: the homogeneous regime shifted to the transition regime at a superficial gas velocity of 0.069m/s; and the transition regime shifted to the heterogeneous regime at a superficial gas velocity of 0.156-0.178m/s. The transition gas velocities showed good agreement with the experimental results. The EMD energy entropy and Shannon entropy analysis methods can reveal the complex hydrodynamics underlying gas-liquid-solid flow and are confirmed to be reliable and efficient as non-invasive methods for detecting flow regime transitions in three-phase bubble column systems.
机译:基于压力时间序列,研究了气-液-固三相鼓泡塔中的流态转变。统计,赫斯特(Hurst),希尔伯特-黄(Hilbert-Huang)变换和香农(Shannon)熵分析方法应用于在长度为0.1m,宽度为0.01m的二维(2-D)气泡塔中测量的压差波动数据,该二维气泡塔装有烧结板分布器(孔的平均直径为50μm)。空气用作气相,自来水用作液相。固相是尺寸为150μm,颗粒密度为2500kg / m〜3的玻璃珠。基于Hilbert-Huang变换的EMD能量熵和Shannon熵值的突然变化,成功地确定了两种流动状态的过渡气体速度:均质状态在0.069m / s的表观气速下转变为过渡状态;表观气速为0.156-0.178m / s时,过渡态转变为非均质态。过渡气速与实验结果吻合良好。 EMD能量熵和Shannon熵分析方法可以揭示气液固两相流背后的复杂流体力学,并被确认为可靠,高效的非侵入性方法,用于检测三相鼓泡塔系统中的流态转变。

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