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气化炉停留时间分布的数学模型 被引量:6

Mathematical Model of Residence Time Distribution on Gasifier
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摘要 本文给出了高径比、筒体出口通道面积各异的模型气化炉在不同射流速度时的冷态停留时间分布测试结果,提出了无因次停留时间分布密度函数的数学模型及参数估计值。 The results of test and measurement for model gasifier which has different high, diameter and exit area have been given in this paper. The mathematical model of the dimensionless residence time distribution density function has been presented and the parameters have been evaluated too. E(θ)=(β(αβ)~α)/((1-τ)~aΓ(α))(θ-τ)^(α-1)exp(-αβ(β-τ)/(1-τ)+(1-β)δ(θ-τ)
机构地区 华东化工学院
出处 《高校化学工程学报》 EI CAS CSCD 1993年第4期322-329,共8页 Journal of Chemical Engineering of Chinese Universities
关键词 气化炉 停留时间 数学模型 Residual oil gasification, Coal-Slurry gasification, Residence time distribution
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同被引文献56

  • 1秦军,李伟锋,代正华,陈谋志,刘海峰,龚欣,于遵宏.受限气固两相射流的实验研究和数值模拟[J].高校化学工程学报,2005,19(5):619-624. 被引量:13
  • 2许寿泽,于广锁,梁钦锋,牛苗任,于遵宏.四喷嘴对置式气化炉停留时间分布的随机模型[J].燃料化学学报,2006,34(1):30-35. 被引量:4
  • 3许寿泽,于广锁,梁钦锋,牛苗任,于遵宏.运用马尔科夫链模拟气化炉停留时间分布[J].化学反应工程与工艺,2006,22(3):240-245. 被引量:4
  • 4王辅臣,龚欣,吴韬,于广锁,于遵宏.射流携带床气化炉内宏观混合过程研究(Ⅱ)停留时间分布[J].化工学报,1997,48(2):200-207. 被引量:19
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  • 8NI Jian-jun, LIANG Qin-feng, GUO Qing-hua, et al. Stochastic modeling of the particle residence time distribution in an opposed multi-burner gasifier [J]. Chem Eng Teehnol, 2008, 31(10): 1487-1493.
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