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Measuring effective diffusivities in porous pellets: experimental procedures and FFT calculations

机译:测量多孔颗粒中的有效扩散率:实验程序和FFT计算

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摘要

The effective diffusivity, D[subscript] e, of He in N[subscript]2 in ZnS pellets was determined using a dynamic Wicke-Kallenbach diffusion cell at 1.5 atm and 23°C. Pellets were pressed from reagent powders in rings with internal diameters of 25.4 mm. Pellet lengths ranged from 3.43 to 23.34 mm;Diffusivities were calculated by minimizing the sum-of-squares error, in the frequency domain, between the experimental data and a model for diffusion through the pellet. The experimental data were transformed to the frequency domain via the fast Fourier transform (FFT) and the Laplace transform solution of the diffusion equations was used for comparison to the experimental data;Four different configurations of the experimental apparatus were used and the effects of apparatus dead-volumes, chamber volumes, bottom chamber gas feed position, and flow rate through the thermal conductivity detector (TCD) on D[subscript] e, are shown. The height of the tracer dispersion cone above the top face of the pellet affected the value of D[subscript] e calculated. A model was proposed which separated the upper chamber volume into a region of complete mixing and into another region where mass transfer occurred by gaseous diffusion. The model did not adequately describe the effect of cone height above the pellet on the values of D[subscript] e obtained. Sample loop volumes ranged from 0.15 x 10[superscript]-6 to 5.21 x 10[superscript]-6 m[superscript]3 and He/N[subscript]2 tracer gas concentrations of 9.9, 52.5, and 100% He were used, but the differences among the diffusivities attributed to using the different gas concentrations and sample loops were less than 10%;Diffusivities were found to increase with pellet length unless the response-time of the TCD and the dispersion of the gas flow through the apparatus were included in the diffusion model. D[subscript] e values calculated in this manner agreed within 5% of the values calculated using the difference in moments procedure;Tortuosity factors, [tau], were calculated by summing the diffusional contributions over all pores sizes using the results obtained from mercury porosimetry experiments. The best low and high estimates for the tortuosity factor gave reasonable values of 1.56 and 2.84, respectively.
机译:使用动态Wicke-Kallenbach扩散池在1.5 atm和23°C下测定ZnS球团中N [2]中He在N [2]中的有效扩散率D [e]。从试剂粉末将丸粒压制成内径为25.4 mm的环。粒料长度在3.43至23.34mm之间;通过最小化在频域中的实验数据和通过粒料扩散的模型之间的平方和误差来计算扩散率。通过快速傅立叶变换(FFT)将实验数据转换到频域,并使用扩散方程的拉普拉斯变换解与实验数据进行比较;使用了四种不同配置的实验设备,并且设备失效的影响示出了容积,腔室容积,底部腔室气体进料位置以及通过D e的热导检测器(TCD)的流量。示踪剂分散锥在丸粒顶面上方的高度影响所计算的D [e]值。提出了一个模型,该模型将上部腔室的容积分成完全混合的区域和通过气体扩散发生传质的另一个区域。该模型不能充分描述球粒上方的锥高对获得的D e值的影响。样品定量环的体积范围为0.15 x 10 ^ -6至5.21 x 10 ^ -6 m ^ 3,并且使用了9.9、52.5和100%He的He / N [2]示踪气体,但是由于使用不同的气体浓度和样品定量环造成的扩散率差异小于10%;发现扩散率随颗粒长度的增加而增加,除非包括TCD的响应时间和通过设备的气流分散在扩散模型中。以这种方式计算的D e e值在使用矩差法计算的值的5%内一致;使用汞孔隙率法获得的结果通过将所有孔隙尺寸的扩散贡献相加来计算曲折系数τ实验。曲折因子的最佳最低和最高估计分别给出了合理的值1.56和2.84。

著录项

  • 作者

    Klein, James Edward;

  • 作者单位
  • 年度 1987
  • 总页数
  • 原文格式 PDF
  • 正文语种 en
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