Prediction of Fluctuation, Expansion Ratios and Gas Hold Up in a Three Stage Gas-solid Fluidized Bed – A Statistical Approach

Q4 Mathematics
M. K. P. Jyoti Kaparapu, P. Satya Sagar
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引用次数: 0

Abstract

Multistage fluidized bed has shown greater performance than the single stage in terms adsorption efficiency, recovery efficiency etc. Thus, experiments have been carried out in a three stage gas-solid fluidized bed. The hydrodynamic characteristicssuch as fluctuation ratio, expansion ratio and gas holdups have been studied. The dependency of these quantities with the system variables like particle size, initial static bed height and superficial gas velocity in each stage of a three-stage fluidized bed have been analyzed. It has been found that both fluctuation and expansion ratios are inverse functions of particle size and static bed height whereas a direct function of superficial gas velocity. However the gas holdup is a direct function of all the three operating parameter.It has also been observed that bed fluctuation and expansion goes on decreasing from lower bed to the upper bed. Further correlations have been developed for all the three stages for fluctuation ratio, expansion ratio and gas holdup using statistical analysis. It has been found that the experimental values of the responses agree well with the values predicted from the models.
三级气固流化床波动、膨胀比和含气率的预测——一种统计方法
多级流化床在吸附效率、回收效率等方面表现出比单级更高的性能。因此,在三级气固流化床中进行了实验。研究了脉动比、膨胀比和含气率等流体力学特性。分析了三级流化床各阶段的颗粒大小、初始静态床高和表观气体速度等系统变量与这些量的相关性。研究发现,波动率和膨胀率都是颗粒尺寸和静态床层高度的反函数,而是表观气体速度的直接函数。然而,气含率是所有三个操作参数的直接函数。还观察到,床层波动和膨胀从下床层向上床层逐渐减小。利用统计分析,进一步推导了波动率、膨胀率和气含率三个阶段的相关性。已经发现,响应的实验值与模型预测的值非常一致。
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来源期刊
Philippine Statistician
Philippine Statistician Mathematics-Statistics and Probability
CiteScore
0.50
自引率
0.00%
发文量
92
期刊介绍: The Journal aims to provide a media for the dissemination of research by statisticians and researchers using statistical method in resolving their research problems. While a broad spectrum of topics will be entertained, those with original contribution to the statistical science or those that illustrates novel applications of statistics in solving real-life problems will be prioritized. The scope includes, but is not limited to the following topics:  Official Statistics  Computational Statistics  Simulation Studies  Mathematical Statistics  Survey Sampling  Statistics Education  Time Series Analysis  Biostatistics  Nonparametric Methods  Experimental Designs and Analysis  Econometric Theory and Applications  Other Applications
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