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Application of numerical methods in electromagnetic wave well-logging problems

机译:数值方法在电磁波测井问题中的应用

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The introduction of numerical methods in Electromagnetic Theory has solved, a number of problems which conventional or analytical methods failed. Electromagnetic wave well-logging is an important application of Electromagnetics. As EM waves penetrate the stratified media, the phase difference and amplitude ratio which well-logging tool measures vary [1]. FEM [2] and BEM [3] are applied to the simulation of Radio-frequenoy well-logging curve in this paper to enhance the numerical methods of well-logging analysis. A memory-saving FEM algorithm is derived and programmed. The results are in good agreement with those obtained by other methods. For stratified and inhomogeneous media FEN grid varies little, so the cpu time and storage required are about the same. This is the disadvantage of FEU. BEM can be used to treat the stratified case specifically and the numerical solutions are acceptable compared with analytic solutions. [8].
机译:电磁理论中数值方法的引入解决了传统或分析方法失败的许多问题。电磁波测井是电磁学的重要应用。当电磁波穿透分层介质时,测井仪测量的相位差和振幅比会发生变化[1]。本文将有限元法[2]和边界元法[3]应用于无线电频率测井曲线的模拟,以增强测井分析的数值方法。导出并编程了一种节省内存的FEM算法。结果与通过其他方法获得的结果非常吻合。对于分层和不均匀的介质,FEN网格变化很小,因此CPU时间和所需的存储空间大致相同。这是FEU的缺点。 BEM可以用于处理分层情况,并且与解析解相比,数值解是可以接受的。 [8]。

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