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Quasi-steady state power law model for flow of (La0·85Sr0·15)0·9MnO3 ceramic slurry in tape casting

机译:(La 0·85 sr 0·15 0·9 mnO 3 <的流动的准稳态幂律模型/ sub>带式铸造中的陶瓷浆料

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摘要

One of the most common ways used to produce multilayer ceramics is tape casting. In thisprocess, the wet tape thickness is one of the single most determining parameters affecting thefinal properties of the product, and it is therefore of great interest to be able to control it. In thepresent work, the flow in the doctor blade region of a slurry containing (La0?85Sr0?15)0?9MnO3 (LSM)material is described with a simple quasi-steady momentum equation in combination with anOstwald–de Waele power law constitutive equation. Based on rheometer experiments, theconstants in the Ostwald–de Waele power law are identified for the considered LSM material andapplied in the analytical solution for the tape thickness. This solution is then used for differentvalues of substrate velocity and doctor blade height and compared with experimental findings ofthe wet tape thickness, and good agreement is found.
机译:用于生产多层陶瓷的最常见方法之一是流延铸造。在此过程中,湿胶带的厚度是影响产品最终性能的最重要的单个参数之一,因此,控制湿胶带的厚度非常重要。在本工作中,结合简单的拟稳态动量方程和奥斯特瓦尔德-德·瓦勒幂定律本构方程,描述了含(La0?85Sr0?15)0?9MnO3(LSM)材料的浆料在刮刀区中的流动。 。根据流变仪实验,确定了考虑的LSM材料的Ostwald-de Waele幂定律中的常数,并将其应用于带厚度的分析解决方案中。然后将该溶液用于不同的基材速度和刮刀高度值,并与湿胶带厚度的实验结果进行比较,发现一致性良好。

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