长径比对秸秆颗粒曳力特性影响的数值模拟Effect of aspect ratio on the drag of straw particles: A numerical simulation
谢枭炀,齐高华,陈立,沈中杰,许建良,代正华,刘海峰
摘要(Abstract):
气流床气化是生物质废弃物资源化利用的有效方式,破碎制粉的大尺度非球形生物质颗粒在气化炉内流动行为对气化性能影响显著。文中以工业制备的秸秆生物质颗粒为对象,采用数值模拟对气化炉内大尺度生物质颗粒的曳力特性进行研究,考察了长径比(2~10)、颗粒雷诺数(10~1 000)以及攻角(0°~90°)对曳力系数的影响。结果表明,长径比对曳力的影响受攻角与颗粒雷诺数的严格耦合控制:除特定大雷诺数小攻角工况外,长径比增大会导致曳力系数增大,且随着攻角增大或雷诺数减小,长径比的影响增强。基于模拟结果,本研究提出了包含长径比的多参数耦合生物质颗粒曳力系数模型。该模型与传统曳力系数模型相比,具有更高的精度和更宽的适用范围,对指导生物质气流床气化炉结构开发具有重要意义。
关键词(KeyWords): 非球形颗粒;长径比;曳力系数;数值模拟;气流床气化;气固两相流
基金项目(Foundation): 2023年度新疆维吾尔自治区重点研发计划(2023B01013)
作者(Author): 谢枭炀,齐高华,陈立,沈中杰,许建良,代正华,刘海峰
参考文献(References):
- [1]MAITLO G, ALI I, MANGI K H, et al. Thermochemical conversion of biomass for syngas production:Current status and future trends[J]. Sustainability,2022,14(5):2596.
- [2]OSMAN A I, MEHTA N, ELGARAHY A M, et al. Conversion of biomass to biofuels and life cycle assessment:a review[J].Environmental Chemistry Letters,2021,19:4075-4118.
- [3]ZHOU X,LI Y,XIONG Z,et al. Biochar sacrificial anode assisted water electrolysis for hydrogen production:Hetero atom doping and its effects on radical transformation[J]. International Journal of Hydrogen Energy,2024,160:150488.
- [4]WANG F, PENG W, ZENG X, et al. Insight into staged gasification of biomass waste:Essential fundamentals and applications[J].Science of the Total Environment,2024,953:175954.
- [5]CAI Y, TAY K, ZHENG Z, et al. Modeling of ash formation and deposition processes in coal and biomass fired boilers:A comprehensive review[J]. Applied Energy,2018,230:1447-1544.
- [6]SU X,MA L,FANG Q,et al. Numerical simulation research on combustion of biomass-fired grate boiler based on refined primary air distribution[J]. Journal Proceeding of the Chinese Society for Electrical Engineering,2023,44(10):1-11.
- [7]H??LZER A, SOMMERFELD M. New simple correlation formula for the drag coefficient of non-spherical particles[J]. Powder Technology,2008,184(3):361-365.
- [8]汪靖良,江茂强,方庆艳,等。高长径比生物质圆柱颗粒阻力模型的直接数值模拟研究[J].中国电机工程学报,2025,45(11):4372-4383.WANG J L, JIANG M Q, FANG Q Y, et al. Direct numerical simulation of drag model of cylindrical biomass particles with high aspect ratio[J]. Proceedings of the Chinese Society of Electrical Engineering,2025,45(11):4372-4383.
- [9]CHEN Y,THIRD J R,M??LLER C R. A drag force correlation for approximately cubic particles constructed from identical spheres[J].Chemical Engineering Science,2015,123(1):146-154.
- [10]CAO Z, TAFTI D K. Investigation of drag, lift and torque for fluid flow past a low aspect ratio(1:4)cylinder[J]. Computers&Fluids,2018,177:123-135.
- [11]LOTE D A,YANG X,MAO X. Numerical simulation and modelling of the drag,lift,and pitching torque acting on cylindrical disc particles[J]. Powder Technology,2024,440:119749.
- [12]RICHTER A,NIKRITYUK P A. Drag forces and heat transfer coefficients for spherical,cuboidal and ellipsoidal particles in cross flow at sub-critical Reynolds numbers[J]. International Journal of Heat and Mass Transfer,2012,55(4):1343-1354.
- [13]OUCHENE R, KHALIJ M, ARCEN B, et al. Drag, lift and torque coefficients for ellipsoidal particles:From low to moderate particle Reynolds numbers[J]. Computers&Fluids,2015,113:53-64.
- [14]SANJEEVI S K P,KUIPERS J A M,PADDING J T. Drag,lift and torque correlations for non-spherical particles from Stokes limit to high Reynolds numbers[J]. International Journal of Multiphase Flow,2018,106:325-337.
- [15]BROWN P P, LAWLER D F. Sphere drag and settling velocity revisited[J]. Journal of Environmental Engineering, 2003, 129:222-231.
- [16]OUCHENE R,KHALIJ M,ARCEN B,et al. A new set of correlations of drag,lift and torque coefficients for non-spherical particles and large Reynolds numbers[J]. Powder Technology,2016,303:33-43.
- [17]MAHYAWANSI P,LIN C X. An investigation of the effects of volume fraction on drag coefficient of non-spherical particles using PRDNS[C]. Poster session presentation at Proceedings of the ASME Fluids Engineering Division Summer Meeting,Online,2021.
- [18]ULLAH A,ZAMAN M B,BHATTI M A,et al. CFD study of drag and lift coefficients of non-spherical particles[J]. Journal of King Saud University-Engineering Sciences,2021.
- [19]BAGHERI G,BONADONNA C. On the drag of freely falling non-spherical particles[J]. Powder Technology,2016,301:526-544.
- [20]FANG Z,ZHANG Y,ZHAO S,et al. An experimental investigation on the settling velocity and drag coefficient of micrometer-sized natural,IG-110,NG-CT-10 and A3-3 graphite particles[J]. Journal of Aerosol Science,2021,155:105774.
- [21]LI J,QIAO G,TAO W,et al. Construction of drag coefficient models of flake particles with different sectional shapes[J]. Physics of Fluids,2024,36(12):121708.
- [22]CLIFT R, GAUVIN W H. Motion of entrained particles in gas streams[J]. Canadian Journal of Chemical Engineering, 1971,49(4):439-448.
- [23]HAPPEL J, BRENNER H. Low Reynolds number hydrodynamics:with special applications to particulate media[M]. Netherlands:Springer,1983.
- [24]SANJEEVI S K, PADDING J T. On the orientational dependence of drag experienced by spheroids[J]. Journal of Fluid Mechanics,2017,820(1):R1.