随钻电阻率成像测井仪定量评价地层界面探究

康正明; 柯式镇; 李新; 倪卫宁; 李飞

doi:10.11911/syztjs.2020087

随钻电阻率成像测井仪定量评价地层界面探究

1.
陕西省油气井测控技术重点实验室（西安石油大学），陕西西安 710065
2.
中国石油大学（北京）地球物理学院，北京 102249
3.
中国石化石油工程技术研究院，北京 100101

基金项目: 国家科技重大专项“低渗透储层高精度随钻成像技术研究”（编号：2016ZX05021-002）和陕西省教育厅科学研究计划重点项目“智能PDC钻头切削深度控制对钻井过程中粘滑振动抑制的研究”（编号：20JS125）联合资助

详细信息

作者简介:
康正明（1989—），男，陕西靖边人，2014年毕业于西安石油大学勘查技术与工程专业，2019年获中国石油大学（北京）地质资源与地质工程专业博士学位，讲师，主要从事电法测井理论方法研究。E-mail：190720@xsyu.edu.cn

中图分类号: P631.8⁺.11
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出版历程
- 收稿日期: 2019-12-26
- 修回日期: 2020-06-13
- 网络出版日期: 2020-06-23
- 刊出日期: 2020-06-30

Probe into Quantitative Stratigraphic Interface Evaluation Using a Resistivity Imaging LWD Tool

1.
Shaanxi Key Laboratory of Measurement and Control Technology for Oil and Gas Wells (Xi’an Shiyou University), Xi’an, Shaanxi, 710065, China
2.
College of Geophysics, China University of Petroleum (Beijing), Beijing, 102249, China
3.
Sinopec Research Institute of Petroleum Engineering, Beijing, 100101, China

摘要

摘要:
随钻电阻率成像测井仪不仅可以通过井壁电成像直观显示微小的地质体特征，还具有识别地层界面的能力。为了探索随钻电阻率成像测井仪在界面处的测井响应特征，利用三维有限元方法，研究了其具有方位性时的地层界面测井响应规律，并根据模拟结果建立了地层界面参数定量计算模型。结果表明，该仪器在水平井中不同方位钮扣电极的电阻率测量差值和仪器与地层界面的距离呈较好的幂指数关系；该仪器在斜井中与地层界面的夹角和不同方位钮扣电极电阻率曲线犄角间的最大距离呈幂指数关系，且基本不受地层界面上下地层电阻率对比度的影响。建立的地层界面参数解释模型表明：仪器与地层界面的距离小于1.00 m，可以识别出地层界面；仪器与地层界面夹角小于20°时，可定量计算出二者夹角。研究结果为随钻电阻率成像测井的地质工程应用提供了理论依据。
- 随钻电阻率成像 /
- 数值模拟 /
- 界面夹角 /
- 界面距离 /
- 评价模型
Abstract:
Resistivity imaging LWD tool can not only visually display the characteristics of micro geological bodies through borehole wall electric imaging, but also can identify the formation interface. In order to explore the logging response mechanism of the tool at the interface, this paper studies the logging response law of the azimuthal resistivity imaging LWD tool at formation interface by using the three-dimensional finite element method. In doing so, it established a quantitative calculation model of formation interface parameters according to the simulation results. The results showed that the resistivity measurement difference of different azimuthal button electrodes of the tool exhibited a good power exponent relationship with the distance from tool to the formation interface in horizontal wells. The angle between the tool and formation interface and the maximum distance between resistivity curve spikes of different azimuthal button electrodes was power exponentially in deviated wells, which is not affected by resistivity contrast of the upper and lower strata at the formation interface. The model for the formation interface parameters interpretation indicated that the tool can be recognized within 1.00 m to the horizontal interface, and the angle can be calculated quantitatively when the angle between the tool and formation interface is less than 20 degrees. The research results can provide a theoretical basis for the application of a resistivity imaging LWD tool in geological engineering.
- LWD resistivity imaging /
- numerical simulation /
- interfacial angle /
- interfacial distance /
- evaluation model

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图 1 螺绕环结构示意

Figure 1. Schematic diagram of the toroid coil structure

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图 2 模拟仪器结构示意

Figure 2. Schematic diagram of the analog instrument

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图 3 电位场和电流场分布特征

Figure 3. Distribution characteristics of potential field and current field

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图 4 水平井中不同方位钮扣电极测井响应

Figure 4. Logging response characteristics of different azimuthal button electrodes in horizontal welll

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图 5 仪器地层边界探测能力

Figure 5. Formation boundary detection capability of theinstrument

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图 6 斜井地层界面模型

Figure 6. Formation boundary model for deviated well

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图 7 仪器与地层界面夹角不同时B1的测井响应特征

Figure 7. Logging response characteristics of B1 at different angles between instrument and formation interface

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图 8 不同电阻率对比度下仪器视电阻率与地层界面距离M_D的关系

Figure 8. Relationship between instrument apparent resistivity and formation interfacial distance M_D at different resistivity contrasts

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图 9 边界探测参数与地层界面距离的关系曲线

Figure 9. Relationship curve between boundary detection parameters and formation interfacial distance

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图 10 仪器与地层夹角和犄角间距离的关系曲线

Figure 10. Relationship curve of angle between instrument and formation and distance between horns

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表 1 地层界面距离相对误差分析

Table 1 Analysis of relative error for formation interfacial distance

Z理论值/m	D_E，%	Z模型计算值/m	相对误差，%
0.100	172.88	0.094	6.00
0.200	80.64	0.183	8.50
0.300	49.77	0.273	9.00
0.400	34.30	0.366	8.50
0.500	24.25	0.474	5.20
0.600	18.03	0.581	3.17
0.700	13.82	0.687	1.86
0.800	10.68	0.798	0.25
0.900	8.41	0.904	0.44
1.000	6.72	1.005	0.50
1.100	5.57	1.087	1.18
1.200	4.57	1.173	2.25
1.300	3.49	1.280	1.54

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表 2 模型夹角相对误差分析

Table 2 Analysis of relative error of the model angle

θ理论值/（°）	D_max/m	θ模型计算值/（°）	夹角相对误差，%
2.500	3.75	2.505	0.20
5.000	1.85	4.847	3.06
7.500	1.00	8.054	7.39
10.000	0.75	9.926	0.74
15.000	0.40	14.554	2.97
20.000	0.25	18.076	9.62
25.000	0.01	29.005	16.02
30.000	0.01	29.005	3.32

下载: 导出CSV

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