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DIELECTRIC DISPERSION OF SALT-WATER-SATURATED POROUS GLASS CONTAINING THIN GLASS PLATES

机译:包含薄玻璃板的咸水饱和多孔玻璃的介电分散

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Complex permittivity (i.e., dielectric constant and conductivity) measurements are performed on porous, fused glass bead specimens, and the effect of the presence of glass plates is investigated systematically. Two types of plates are used in this investigation, relatively thick ones made from crushed cover slides and very thin ones made from crushed blown glass bubbles. As a reference, the response of specimens without plates is also measured. After saturating the specimens with conducting water, the effective dielectric function is measured over the frequency range of Maxwell-Wagner dispersion. The dispersion strength increased with the addition of plates, an effect that is stronger for thinner plates. The dispersion frequency range is larger for thinner plates, but is independent of plate concentration for constant plate thickness. The experimental results are compared with the effective medium theory for the dielectric function of porous media containing plates due to Mendelson and Cohen and to Sen-an extension of the Sen Scala Cohen theory. The theoretical curves are fitted to the experimental points of the real dielectric constant by adjusting the depolarization parameter given by the aspect ratio of the plates. The effect of the plates on the dispersion predicted by the theory is found to be in,good agreement with experimental result. The high-frequency level of the real dielectric constant is almost unaffected by the plates as given by the theory. The low-frequency level of the conductivity, or the formation factor, is found to vary with plate content, as also predicted by the theory. However, the quantitative difference between the theoretical and the experimental formation factor is generally found to be somewhat larger than the estimated experimental uncertainty. The theory is also fitted to data from the literature on a real rock specimen, and a close fit is obtained, together with encouraging estimates of porosity and formation factor. [References: 34]
机译:在多孔的熔融玻璃微珠样品上进行复介电常数(即介电常数和电导率)测量,并系统地研究玻璃板存在的影响。本调查使用两种类型的板,由压碎的盖玻片制成的相对较厚的板和由压碎的吹制玻璃气泡制成的非常薄的板。作为参考,还测量了没有平板的样品的响应。用导电水将样品浸透后,在Maxwell-Wagner色散的频率范围内测量有效介电函数。分散强度随着板的增加而增加,对于更薄的板,其效果更强。对于较薄的印版,色散频率范围较大,但对于恒定的印版厚度,它与印版浓度无关。将实验结果与有效介质理论相比较,以说明由于Mendelson和Cohen以及Sen Scala Cohen理论对Sen-an的扩展所引起的含板多孔介质的介电功能。通过调节由板的纵横比给出的去极化参数,将理论曲线拟合到实际介电常数的实验点。发现该板对理论预测的分散性的影响与实验结果吻合良好。正如理论所给出的,实际介电常数的高频水平几乎不受板的影响。正如理论所预测的那样,发现电导率的低频水平或形成因数随板含量的变化而变化。但是,通常发现理论和实验形成因子之间的定量差异要比估计的实验不确定性大一些。该理论也适用于来自真实岩石标本的文献数据,并获得了紧密拟合以及令人鼓舞的孔隙率和形成因子估计值。 [参考:34]

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