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Analysis of noncircular fluid-filled boreholes in elastic formations using a perturbation model

机译:用摄动模型分析弹性地层中非圆形充液孔

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This paper presents a perturbation model to obtain flexural mode dispersions of noncircular fluid-filled boreholes in homogeneous elastic formations. The perturbation model is based on Hamilton's principle with a modified procedure for the reference state selection in order to handle the directional sensitivity of the flexural modes. The accuracy of the perturbation model has been confirmed by comparison to boundary integral solutions. Numerical results confirm that for a fast formation, even modes, and for a slow formation, odd modes are more sensitive to changes in the borehole elongation and azimuth. Even though the focus of this work is on elliptical boreholes and breakouts, the formulation is valid for any kind of noncircular borehole. (c) 2008 Acoustical Society of America.
机译:本文提出了一种扰动模型,以获取非圆形流体充填孔在均匀弹性地层中的挠曲模式分散。摄动模型基于汉密尔顿原理,具有修改后的参考状态选择程序,以处理弯曲模式的方向敏感性。通过与边界积分解进行比较,已经确定了扰动模型的准确性。数值结果证实,对于快速地层,偶数模式和慢速地层,奇数模式对井眼伸长率和方位角的变化更敏感。即使这项工作的重点是椭圆形井眼和井眼,该公式对于任何类型的非圆形井眼都是有效的。 (c)2008年美国声学学会。

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