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本文对Luo-Tanner提出的流线有限元做了重要的改进,使更适应于微分型本构方程的计算。将原方法沿单元边界积分本构方程改为沿通过单元高斯点的流线的积分。这样回避了速度梯度间断的困难,缓和了出口处应力奇性引起的矛盾,同时又减少了计算量。对比计算表阴,用压力不连续单元来加强不可压缩性限制可以使解的质量和收敛性得到显著的提高。对Maxwell流体轴对称挤出胀大流动的计算获得Weissenberg数高达1.2的收敛解。 相似文献
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本文用BWR、M-H,R-K等状态方程和精确的量热关系,计算了在高动压激波管中使用SF_6、CO_2做被驱动气体时的真实气体效应。计算所得的反射激波后的压力P_5明显高于按理想气体所计算的压力。H_2驱动CO_2的实验结果与计算值符合得很好。据此,作者提出了充分利用气体的非完全性来获得高压力增益的新途径。论证了合理选择状态方程的重要性。实验表明H_2驱动CO_2的方案完全适用于高动压的标定。 相似文献
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在不同时间尺度下,明胶表现出不同的黏弹性行为。应用蠕变和应力松弛模式研究质量分数为10%的弹道明胶在中等时间尺度下的线性黏弹性行为。低剪切速率下的连续加载-卸载实验显示,在常规感知的时间尺度下(~1min)弹道明胶接近完全弹性体,其线性区应变范围为0~0.25。对蠕变实验对应的中等时间尺度(>1h),选择样品老化24h作为实验起点,这时明胶结构缓慢老化带来的影响可以忽略,从而能够构建恒定参数的本构方程来描述弹道明胶的线性黏弹性行为。对1组蠕变实验结果进行分析,可确定Burgers模型的4个粘弹性参数,然后使用该组参数的模型预测另外2组蠕变实验以及应力松弛实验。结果表明Burgers模型能较好地表征弹道明胶在中等时间尺度下的线性黏弹性行为。 相似文献
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A piston-cylinder apparatus was established to measure the solubility and diffusivity of air in dimethyl silicone oils and in hydraulic oils based on the PVT state equation of air and the solution of unsteady one-dimensional diffusion equation. The measured diffusivity-temperature relation can be well fitted by the Arrhenius equation for engineering applications. The correlation between the solute diffusivity D and solvent viscosity μ is examined. In terms of Eyring's activation theory, the activation in the air-silicone-oil diffusion process is quite different from that in the momentum transport of the silicone oil: the activation entropy of the former is positive while that of latter is negative. However, the activation enthalpies of the two processes are in the same order of magnitude, which leads to the observation that Dμ/T is roughly constant. 相似文献
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The flow between a grooved and a flat plate was presented to investigate the effects of groove on the behavior of hydro-viscous
drive. The flow was solved by using computational fluid dynamics (CFD) code, Fluent. Parameters related to the flow, such
as velocity, pressure, temperature, axial force and viscous torque, are obtained. The results show that pressure at the upstream
notch is negative, pressure at the downstream notch is positive and pressure along the film thickness is almost the same.
Dynamic pressure peak decreases as groove depth or groove number increases, but increases as output rotary speed increases.
Consequently, the groove depth is suggested to be around 0.4 mm. Both the groove itself and groove parameters (i.e. groove
depth, groove number) have little effect on the flow temperature. Circumferential pressure gradient induced by the groove
weakens the viscous torque on the grooved plate (driven plate) greatly. It has little change as the groove depth increases.
However, it decreases dramatically as the groove number increases. The experiment results show that the trend of experimental
temperature and pressure are the same with numerical results. And the output rotary speed also has relationship with input
flow rate and flow temperature. 相似文献
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A numerical method for calculating the rheological behavior of polymeric liquids from their molecularmodels is presented,and several dumbbell models are then calculated in terms of this method.Answers aregiven to some problems which could not be solved theoretically. 相似文献
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引 言不同流体的混合是化工、生物制品、食品工业等工艺过程中一道重要的工序 ,仅依靠流体在输送过程中的自然湍流扩散不能进行有效的混合 ,因此必须使用混合器 ,使液体在短时间内获得均匀的特性 ,达到满意的混合效果 ,并使损失的能量较小 .不同行业由于介质性能和混合要求不同 ,相应混合器的结构也不同 .通常国内外多采用经验类比法设计混合器 ,用取样分析法检验混合效果 .随着新技术的发展 ,深入研究流体混合机理对于高效节能混合器的设计具有重要意义 .尽管许多学者采用数值方法对混合器内部的流动和混合效果进行了研究[1,2 ],但由于数… 相似文献