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Comparison of Modeling Codes for Resistivity and MWD Instruments: Part 2, 1-D Thin Beds

机译:电阻率和MWD仪器的建模代码比较:第2部分,一维薄床

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Part 1 of this series of reports examined the codes that are used to compute the effects of the borehole and radial invasion on the readings of induction and MWD borehole tools. In this paper the second part of the comparison exercise is reported for instrument responses in formations containing many thin beds. In one case, the 6FF40 induction tool responses in the Oklahoma formation are computed with no relative deviation. In the other case, we compare the computed logs of a generic MWD tool in an 85-degree well in a multiple-layer formation. In both cases the formation resistivity profiles are assumed to be one-dimensional (1-D), that is, the resistivity is a function of depth only and the borehole and invasion are neglected. The objective of this survey is to compare different computer modeling codes that have been developed by various academic and industrial groups. Only the numerical results are compared. The computation speed, memory requirements, and other factors are not covered in this project. Five groups participated in this exercise for the MWD tools and four groups for induction tools. Agreements between results obtained from those codes are generally good. The maximum difference in computed apparent conductivity is less than 0.1 mS/m in induction codes. The differences in computed amplitude ratio and phase shift in MWD codes are limited to 0.02 dB and 0.1 degree, respectively. However, primarily due to different schemes used to convert the amplitude and phase data to R_a and R_p (amplitude-based and phase-based apparent resistivity) of the MWD logs, the differences in these logs may be as high as 9 ohm-m or 30 percent in zones with resistivity greater than 50 ohm-m.
机译:该系列报告的第1部分研究了用于计算井眼和径向侵入对感应和MWD井下工具读数的影响的代码。在本文中,比较练习的第二部分针对包含许多薄层的地层中的仪器响应进行了报道。在一种情况下,俄克拉荷马州地层中的6FF40感应工具响应是在没有相对偏差的情况下计算的。在另一种情况下,我们在多层地层中在85度井中比较通用MWD工具的计算测井曲线。在这两种情况下,均假定地层电阻率曲线为一维(1-D),即电阻率仅是深度的函数,而忽略了井眼和侵入。这项调查的目的是比较各种学术和工业团体开发的不同计算机建模代码。仅比较数值结果。计算速度,内存要求和其他因素不在此项目中。五组参加了MWD工具的练习,四组参加了归纳工具。从这些代码获得的结果之间的协议通常是好的。在感应代码中,计算的视在电导率的最大差值小于0.1 mS / m。 MWD码中计算出的振幅比和相移的差异分别限制为0.02 dB和0.1度。但是,主要由于用于将MWD测井的幅度和相位数据转换为R_a和R_p(基于振幅和基于相位的视在电阻率)的方案不同,这些测井的差异可能高达9 ohm-m或在电阻率大于50 ohm-m的区域中占30%。

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