This article addresses the sound velocity through slurries as well as non-porous and porousudmaterials. The focus is on using the sound velocity for the microstructure prediction of porousudmaterials, especially gypsum plasterboards, during and after hydration.udFor a slurry, the model of Robeyst et al. [1] showed a good agreement with experimentaluddata when taking into account an air content of 10 ml per kg of hemi-hydrate. This modeludtakes into account the bulk moduli of the continuous (fluid) and discontinuous (solid) phase asudwell as the size and shape of the solid particles. The bulk modulus of the fluid is corrected forudthe presence of entrapped air.udFor gypsum materials, the best agreement was found between the experimental andudtheoretical values using a series arrangement according to Ye [2] with a solid sound velocityud(cs) of 6800 m/s.udFinally, the sound velocity during the hydration of gypsum is studied. The use of linearudrelation between the amount of hydration-product (gypsum) formed and sound velocity givesuda reasonable result. Furthermore a relation between initial volume fraction hemihydrate andudhydration time is shown.
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机译:本文介绍了通过浆液以及无孔和多孔 ud材料的声速。重点是在水化过程中和水化之后,使用声速来预测多孔 ud材料,特别是石膏石膏板的微观结构。 ud对于浆液,Robeyst等人的模型。考虑到空气中每公斤半水合物10 ml的空气含量,[1]与实验 uddata表现出良好的一致性。该模型考虑了连续相(流体)和不连续相(固体)的体积模量以及固体颗粒的大小和形状。对于存在的夹杂空气,对流体的体积模量进行了校正。 ud对于石膏材料,使用根据Ye [2]的具有固体声速的串联布置,在实验值和理论值之间找到了最佳的一致性 ud (cs)为6800 m / s。 ud最后,研究了石膏水化过程中的声速。在所形成的水合产物(石膏)的数量和声速之间使用线性不相关可得出合理的结果。此外,显示了初始体积分数半水合物和脱水时间之间的关系。
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