Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB)
This paper mainly proposed a dynamic control method of particle distribution uniformity in a rolling circulating fluidized bed (RCFB) by using an air distribution plate. An Euler–Euler numerical simulation approach which is called two-fluid flow model is used to simulate the behaviors multiphase flo...
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Online Access: | http://dx.doi.org/10.1080/19942060.2020.1871417 |
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doaj-761b3c1aef2544b7b8003769bb70f8792021-01-15T13:32:57ZengTaylor & Francis GroupEngineering Applications of Computational Fluid Mechanics1994-20601997-003X2021-01-0115121022110.1080/19942060.2020.18714171871417Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB)Tong Zhao0Xingwan Ding1Zhilong Wang2Yanchao Zhang3Kai Liu4Xi'an University of TechnologyXi'an University of TechnologyXi'an University of TechnologyXi'an University of TechnologyXi'an University of TechnologyThis paper mainly proposed a dynamic control method of particle distribution uniformity in a rolling circulating fluidized bed (RCFB) by using an air distribution plate. An Euler–Euler numerical simulation approach which is called two-fluid flow model is used to simulate the behaviors multiphase flow within the RCFB. Six different tilt angles θ which are θ = 2°, 5°, 8°, 10°, 12° and 15° are used for the fixed inclination state of the RCFB, meanwhile, eight different inclined angles φ which are φ = −2°, −5°, 0°, 2°, 5°,8°, 10° and 12° are used for the location of the air distribution plate. After performing the simulation, the following three different conclusions are obtained. Firstly, with the increase of θ, serious uneven distribution behaviors for particles are founded at the lower position of the riser which is a part of the RCFB. Secondly, by adjusting φ, the uneven phenomenon of particles distribution behaviors is able to be alleviated no matter how θ changes for the RCFB. Thirdly, a function relation between θ and φ is obtained, which is verified by using the dynamic control method based on the dynamic mesh model in the RCFB.http://dx.doi.org/10.1080/19942060.2020.1871417the rolling circulating fluidized bed (rcfb)dynamic controlair distribution platenumerical simulation |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Tong Zhao Xingwan Ding Zhilong Wang Yanchao Zhang Kai Liu |
spellingShingle |
Tong Zhao Xingwan Ding Zhilong Wang Yanchao Zhang Kai Liu Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB) Engineering Applications of Computational Fluid Mechanics the rolling circulating fluidized bed (rcfb) dynamic control air distribution plate numerical simulation |
author_facet |
Tong Zhao Xingwan Ding Zhilong Wang Yanchao Zhang Kai Liu |
author_sort |
Tong Zhao |
title |
Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB) |
title_short |
Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB) |
title_full |
Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB) |
title_fullStr |
Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB) |
title_full_unstemmed |
Dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (RCFB) |
title_sort |
dynamic control method of particle distribution uniformity in the rolling circulating fluidized bed (rcfb) |
publisher |
Taylor & Francis Group |
series |
Engineering Applications of Computational Fluid Mechanics |
issn |
1994-2060 1997-003X |
publishDate |
2021-01-01 |
description |
This paper mainly proposed a dynamic control method of particle distribution uniformity in a rolling circulating fluidized bed (RCFB) by using an air distribution plate. An Euler–Euler numerical simulation approach which is called two-fluid flow model is used to simulate the behaviors multiphase flow within the RCFB. Six different tilt angles θ which are θ = 2°, 5°, 8°, 10°, 12° and 15° are used for the fixed inclination state of the RCFB, meanwhile, eight different inclined angles φ which are φ = −2°, −5°, 0°, 2°, 5°,8°, 10° and 12° are used for the location of the air distribution plate. After performing the simulation, the following three different conclusions are obtained. Firstly, with the increase of θ, serious uneven distribution behaviors for particles are founded at the lower position of the riser which is a part of the RCFB. Secondly, by adjusting φ, the uneven phenomenon of particles distribution behaviors is able to be alleviated no matter how θ changes for the RCFB. Thirdly, a function relation between θ and φ is obtained, which is verified by using the dynamic control method based on the dynamic mesh model in the RCFB. |
topic |
the rolling circulating fluidized bed (rcfb) dynamic control air distribution plate numerical simulation |
url |
http://dx.doi.org/10.1080/19942060.2020.1871417 |
work_keys_str_mv |
AT tongzhao dynamiccontrolmethodofparticledistributionuniformityintherollingcirculatingfluidizedbedrcfb AT xingwanding dynamiccontrolmethodofparticledistributionuniformityintherollingcirculatingfluidizedbedrcfb AT zhilongwang dynamiccontrolmethodofparticledistributionuniformityintherollingcirculatingfluidizedbedrcfb AT yanchaozhang dynamiccontrolmethodofparticledistributionuniformityintherollingcirculatingfluidizedbedrcfb AT kailiu dynamiccontrolmethodofparticledistributionuniformityintherollingcirculatingfluidizedbedrcfb |
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