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利用声波阻抗信息识别裂隙流体异常 被引量:3
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作者 方勇 贺振华 黄德济 《物探化探计算技术》 CAS CSCD 2005年第2期102-106,91,共5页
基于岩石物理学和利用声波阻抗信息识别流体异常的新方法,结合理论模型和实际资料,对砂岩和碳酸盐岩中流体饱和EDA介质进行了等效的流体分析。这里首先提出了一种计算EDA介质等效波速的几何平均法。在此基础上研究了不同状况下EDA介质... 基于岩石物理学和利用声波阻抗信息识别流体异常的新方法,结合理论模型和实际资料,对砂岩和碳酸盐岩中流体饱和EDA介质进行了等效的流体分析。这里首先提出了一种计算EDA介质等效波速的几何平均法。在此基础上研究了不同状况下EDA介质的几种流体属性的敏感性,并将结果与实际资料进行了比较,发现二者有较好的一致性。这既证明了几何平均法的可行性,也证明了EDA介质在流体识别方面的可拓展性。对EDA介质的最终分析结果表明,合理的流体属性地提取,要考虑各种因素特别是信噪比的影响,同时裂隙密度在很大程度上决定了流体属性的敏感度。 展开更多
关键词 EDA介质 几何平均速度 声波阻抗 流体识别
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Infinitesimal Methods in the Works of Thabit ibn Qurra and L, Euler in Spherical Trigonometry
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作者 Golikova N.G. Al-Dabbagh J.J. 《Journal of Mathematics and System Science》 2013年第8期381-384,共4页
In one of his astronomical works the prominent arabic medieval scientists Thabit ibn Qurra (836-901) studied the visible motion of the Sun and found the points, where its velocity is maximum or minimum. He also lbun... In one of his astronomical works the prominent arabic medieval scientists Thabit ibn Qurra (836-901) studied the visible motion of the Sun and found the points, where its velocity is maximum or minimum. He also lbund the points on the ecliptic, where this velocity is equal to the average velocity of the Sun over all the ecliptic. For this purpose he used the idea of infinitely small arcs and their ratios in different points of the circle. The great scientist Leonard Euler (1707-1783) introduced in his works on spherical trigonometry the line-element ds of the surface of the sphere, i.e. the differential of the arc length. He constructed the spherical trigonometry as an inner geometry on the surface of the sphere. He replaced the trigonometry lines, which were in use befbre him, by trigonometric functions. 展开更多
关键词 L.Euler lbn Qurra spherical trigonometry infinitesimals
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