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Model Analysis of Mixing Time Correlation in an Agitated Vessel with Paddle Impeller

机译:桨叶搅拌桨搅拌时间相关模型分析

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References(22) Cited-By(5) From a new model obtained by combining the circulation model with the eddy diffusion model two dimensionless parameters were derived to correlate the mixing time with the power number and the discharge flow rate number for an agitated vessel with paddle impeller. The parameter which contained the mixing time was Y = (ntM)(Nqd)(d/D)3(D/H) and the one which contained the pumping efficiency number was X = {(D/d)4Np/Nqd3}1/4(H/D)1/2. These parameters Y and X were used to correlate the mixing time measured by several researchers, who measured the mixing time, the power number and the discharge flow rate number at the same time. The mixing time correlation obtained was expressed by Y = 6.7X-1, which was rewritten by the following expression. ntM = 6.7(D/d)2(Np·Nqd)-1/4(H/D)1/2    The mixing time estimated from the correlation well agreed with those from the empirical correlations reported before within the experimental error. The simulated result of the mixing time for a pitched blade paddle impeller by Patwardhan and Joshi (1999) was also correlated well with the obtained mixing time correlation.
机译:参考文献(22)Cited-By(5)从通过将循环模型与涡流扩散模型结合而获得的新模型中,得出了两个无因次参数,以将搅拌时间与搅拌容器的功率数和排出流量数相关联。桨叶轮。包含混合时间的参数为Y =(ntM)(Nqd)(d / D)3(D / H),包含泵送效率数的参数为​​X = {(D / d)4Np / Nqd3} 1 / 4(水平/垂直)1/2。这些参数Y和X用于关联几个研究人员测量的混合时间,他们同时测量了混合时间,功率数和排出流量数。所获得的混合时间相关性由Y = 6.7X-1表示,其由以下表达式重写。 ntM = 6.7(D / d)2(Np·Nqd)-1/4(H / D)1/2。根据相关性估算的混合时间与实验误差范围内之前报道的根据经验相关的混合时间相吻合。 Patwardhan和Joshi(1999)对斜桨叶轮叶轮混合时间的模拟结果也与得到的混合时间相关性很好地相关。

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