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过套管电阻率测井是在金属套管井中测量地层电阻率的一种电法测井技术,其测量结果受套管、层厚/围岩、水泥环等井眼环境因素的影响,所以在进行过套管电阻率测井资料解释时必须进行测井环境影响因素校正.本文在论述过套管电阻率测井原理的基础上,针对大庆油田引进的俄罗斯过套管电阻率测井仪器ECOS,分别考察了层厚/围岩、水泥环对测量结果的响应规律,利用正演模拟方法研制完成了层厚/围岩影响校正图版以及水泥环影响校正图版.在计算机上实现了层厚/围岩、水泥环影响校正的算法,并利用模型算例和测井实例验证了本文方法的合理性.该方法能够减少水泥环的影响,提高层厚小于1.0 m薄层电阻率的测量精度,为过套管电阻率测井资料正确解释提供了保障. 相似文献
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在定向井中,双侧向测井数据由于受井眼、围岩、井斜、径向侵入等环境因素的影响,难以准确地估算储层的电阻率和更准确地识别储层流体.本文拟提出图版法和反演法相结合的思路来研究地层视电阻率的校正问题.首先,针对研究区的测井环境和钻井液电阻率,计算了不同尺寸井眼的双侧向测井响应,绘制了井眼校正图版;然后,针对斜度井地层模型,采用三维有限元方法计算了不同井斜、不同厚度地层的测井响应,构建了井斜-围岩/层厚图版,利用该图版实现了井眼校正和井斜-围岩/层厚的电阻率快速校正.最后,针对钻井液侵入的影响,采用反演方法计算了侵入半径和地层真电阻率,最终实现了双侧向测井的环境校正.利用上述理论与方法对海洋中定向井的双侧向测井资料进行了环境校正,提高了储层流体定性识别和定量评价的精度. 相似文献
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实际井眼条件下过套管电阻率测井响应的传输线方程正演算法 总被引：3，自引：4，他引：3
过套管电阻率测井通过测量套管壁电势实现测量地层视电阻率，不同的地层模型对过套管电阻率测井会有不同的测井响应. 在传输线方程系数中本文考虑了径向含多个界面地层的影响，对轴向（井轴方向）呈层状、径向阶跃变化地层模型，给出了电势分布递推公式，计算了过套管电阻率测井响应，绘出了测井响应曲线. 算例表明，该方法有较强的轴向地层界面分辨能力；对径向均匀地层计算结果非常接近地层模型电导率，能较好地反映实际地层特征；对高电导地层，低电导水泥环有明显的测井响应；当径向存在多个地层界面时计算结果则为径向各层电导率的综合反映，不是某一径向层的电导率；算例显示该方法有较快（算例运行时间在1s内）的计算速度. 相似文献
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根据低电阻率油气层的成因,将低电阻率油气层分为四种主要不同的类型,这四种类型的低电阻率油气层除了需要进行常规测井系列外,不同成因的低电阻率油气层应采用不同的新技术测井项目,对于高不动水含量型低阻油气层,将核磁共振测井作为解决这种类型的针对对性测井项目,而MDT测井作为选择性项目;对于粘土附加导电型低阻油气层,将极化率测井作为解决该类低阻问题的针对性测井项目,核磁共振、双频介电、MDT测井作为选择性测井项目;对于砂泥岩间互型低阻油气层,高分辨率感应测井或者阵列侧向测井是解决此类低阻油气层的关键技术;对于盐水泥浆侵入型低阻油气层,可以有针对性的进行过套管电阻率测井,同时在储层物性条件较好时还可以选测C／O或PND测井替代过套管电阻率测井项目,或者根据地面及地下地质情况,选取随钻测井系列. 相似文献
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在二维地层模型条件下,应用有限元方法模拟了双侧向模式的复电阻率测井仪器在不同频率下的响应,结果表明当频率很低时,复电阻率测井的响应接近双侧向测井的响应;随着频率的提高,复电阻率测井的响应幅度降低。当地层具有一定的频散效应时,可以利用不同频率下的复电阻率测井响应直观地区分油水层 相似文献
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采用递推矩阵方法计算各向异性介质的磁流源并矢Green函数,并利用上述并矢Green函数对层状各向异性倾斜地层中多分量感应测井的响应进行数值模拟,分析了线圈距、层厚、倾角和围岩对多分量感应测井响应的影响.计算发现,共面视电导率比共轴视电导率变化规律复杂,不能反映地层电导率的真实情况.各向异性地层共轴视电导率随井眼相对倾角的增加而减小,而共面视电导率随井眼相对倾角的增加而增加.仪器的垂向分辨率、围岩各向异性对目的层响应的影响程度取决于线圈距,围岩各向异性对高电导率目的层中测井响应的影响大于对高电阻率目的层中测井响应的影响. 相似文献
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由于石油压裂开采等开发措施的实施,会使在套管周围存在着许多被油气等高阻流体填充的微裂缝.尽管这些裂缝或孔隙可能很小,但对套管井电阻率测量会有非常大的影响,甚至会改变原地层的电阻率测井特征,因此裂缝测井响应的计算及考察对过套管电阻率测井十分重要.为解决裂缝测井响应的计算问题,本文提出了计算等效电阻的电流通量管模型,利用该电流通量管模型给出了含垂直裂缝地层横向电阻的计算方法,基于传输线方程法及地层电阻的过套管测量方法实现了含裂缝地层的过套管电阻率测井响应的数值计算,通过计算实例考察了地层裂缝对过套管电阻率测井响应的影响.算例表明:裂缝中的高阻流体对地层视电阻率测量结果会有较大的影响;环形裂隙比垂直裂缝有更大的电阻率测井响应.本文的研究为解决微裂缝过套管电阻率测井响应的计算这一关键技术问题提供了一种可行的计算与考察方法. 相似文献
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常规电测井一般通过测量供电电极的电流和测量电极之间的电位差来计算围岩的视电阻率并划分地层界面,而忽略了对电流参数的利用。本文基于欧姆定律,通过供电电极电流的变化定性分析其周围岩矿石电阻的变化,进而用电流强度变化曲线识别地层属性。理论分析和试验结果表明,供电电极电流大小取决于电极的接触电阻,而视电阻率大小取决两个测量电极之间或供电与测量电极之间介质的电阻率总和,因此,电流比视电阻率对地层的灵敏度要高一些。绘制电流强度测井曲线可以准确划分地层层位,确定地层厚度,且不增加成本。 相似文献
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Ulrich C. E. ZANKE Prof Institute of Hydraulic Engineering University of Technology Darmstadt Germany 《国际泥沙研究》2001,16(1)
l PROBLEMS AND AlMSSediments may be transported close to the bed, rolling and sliding, as we1l as susPended in the flow. Forvarious reasons the theoretical treatment of the bed-load problem has been exceptionally difficult. Noanalytical solution had been fOund uP to now, beginning with Du Buat (l786), Huebbe (l86l) and DuBoys (I 879). Since the aPProach of Du Boys numerous new attemPts have been catried out, mostly of anempirical nature. Consequently they are not generally valid an… 相似文献
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A. ROY 《Geophysical Prospecting》1980,28(3):453-491
The paper relates primarily to the borehole and the side bed correction charts for Latero-logs 3 and 7. Versions of some of these charts published by different companies—or even by the same company in different years—exhibit significant variations. Usually, such publications do not contain adequate information on how the charts were constructed and do not explain why discrepancies occur. Because of these reasons, an attempt has been made in this paper to reconstruct the borehole correction chart for Laterolog 7 and the shoulder bed correction charts for Latero-logs 3 and 7. For the latter two, the results found differ substantially from those published earlier. The paper demonstrates how departure (response) curves and correction charts for the lateral and the Laterolog 7 sondes can be computed from those for the normal sonde. An apparent resistivity formula is suggested for Laterolog 7 in which all currents that exist in the ground at the time of measurement and that produce the signal are monitored and used. Response curves and correction charts for Laterolog 7, based on such a formula, are presented as illustrations. 相似文献
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A brief review of the existing methods of gravity reduction is given and a new method suitable for use on high speed digital computers is described. The method is based on the formula for the gravitational attraction of a frustum of a cone. The topographic contours are represented by polygons and the x and y coordinates of corners of the polygons constitute the input to the computer. The vertical component of the gravitational attraction is calculated by evaluating the cone formula for a number of vertical sections of the topography. Each vertical section is simplified by adopting a procedure of grouping and averaging for the distant points of the section. The effect of the earth's sphericity is taken into account by lowering the distant points of the sections by amounts determined by the curvature. The computations include the area close to the point at which the attraction is required and may be limited to an area defined by a circle centered at this point. The method is therefore compatible with the conventional zone chart methods. As an illustration of the method the gravitational attraction of Caryn Seamount in the Atlantic Ocean is computed. The total Bouguer correction and the Terrain correction are also computed for an area in northwestern South America and comparisons are made with hand computations by a zone chart method. As an example, for work at sea, the Bouguer corrections for an area near the Island of Mauritius in the Indian Ocean are computed and the effects of sphericity and three-dimensionality are calculated. The gravitational attraction of two-dimensional bodies can be computed in a very similar manner. The attraction of the Puerto Rico Trench model is computed and the results are compared with other methods. The effects of sphericity and assumptions involved in extending the models to infinity are discussed. 相似文献
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GPS测量大气折射模型研究 总被引：7，自引：0，他引：7
在精密ＧＰＳ测量中,大气折射改正误差是最大的误差源之一。研究大的射理论,建立更加符合实地的模型,推导精确的改正公式,已成为ＧＰＳ测量研究中最重要的课题之一。本文对大层折射理论进行了深入研究,建立了新的在气层模型,推导出新的更精确的折射改正公式。 相似文献
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本文介绍一种由EM31-ICE型电磁感应仪和激光测距仪组合而成的船载电磁感应海冰厚度探测系统. 针对海冰和海水的电学特征,运用电磁感应技术提取探测系统至海冰下底面的距离,运用激光测距仪测量冰面粗糙度和探测系统至海冰上表面的距离,两组数据结合,实现了海冰厚度的探测. 通过南极现场探测数据分析,并与钻孔实测冰厚数据对比研究,定量分析了探测系统距离冰面的高度效应,建立了该系统冰厚测定值随高度变化的修正关系式,并对船载航行数据进行了系统校正. 与SCAR ASPeCt的冰厚数据对比分析,表明该系统能够获得可靠的海冰厚度并具有较高的精度,且能满足对极区大范围海冰厚度观测的需求. 相似文献
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根据人们对板缘地震填空的认识,本文用震级—断层长度的经验关系式分析了我国郯庐断裂带、张家口—烟台断裂带、鲜水河和塔里木盆地北缘等断裂带的地震活动与地质构造的关系。指出在板块内部同样存在着地震沿带逐渐“填满补齐”的现象。这种地震填空,主要发生在那些扭压型和剪滑型的断裂带上。一个基本连续的活动断裂带是板内地震填空所必需的地质条件。作者认为,板内地震填空与断层现代运动的不同型式(或状态)密切相关。一个活动断裂带由稳滑、相对闭锁到破裂位错正是地震空区形成、发展直至发生大地震的带内地震填空过程,与此相应的应变积累段、闭锁段和释放松动段在地质上的差别是:断面上新沉积物覆盖程度依次减小,断层泥粘结度逐次降低而其厚度依次增厚,因而对于那些全新世以来有过活动而断面上新沉积物覆盖较大的一类活断层尤应引起注意。 相似文献
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本文对1983年12月4日在漠河收到的哨声的描迹进行曲线拟合来外推鼻频。在计算中,使用磁迴旋模型,进行适当的电离层修正,并采用试探值方法,以取得最佳的拟合结果。本文最后对误差进行了简要的讨论。 相似文献
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Residual static correction is based on a model of time shifts (delays) that depend solely on source and receiver locations at the surface. This assumption is valid if all raypaths are vertical in the near-surface layering. We consider a more general model of the time-varying time shifts that remain after hyperbolic NMO correction (of non-hyperbolic trajectories) and static correction. We assume that the wavelet distortion caused by the time-varying shifts is smooth. We have developed an algorithm for its correction (phase correction), based on minimization of the target functional with a penalty term similar to the quasi-elastic energy of the time-axis deformation. The use of a mechanical analogy for optimization is well known (e.g. simulated annealing). We propose here a stable numerical method that deals with a pair of seismic traces. It may be applied to phase correction of CMP (or CDP) gathers and stacked sections. Synthetic and field examples confirm that our method appreciably increases the signal-to-noise ratio, and improves the coherence and resolution. 相似文献
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Robert Bloor 《Geophysical Prospecting》1996,44(2):197-213
The near-surface layer is modelled as a constant-velocity layer with varying thickness. The base of the layer is described by a B-spline curve. The optimum model is calculated by minimizing, with respect to the model parameters, the difference between traveltimes predicted by the model and those observed in the data. Once a model has been produced, corrections that are dependent on the raypath geometry through the near-surface layer can be calculated. The effect of the near-surface layer is normally considered to be consistent at each shot or geophone station for all traveltimes arriving at that location (the surface-consistent approximation). This assumption linearizes the problem, allowing timeshifts to be calculated and the traveltimes corrected to a chosen datum, representing static corrections. The single correction at each point is an averaged correction, based on an assumption that is particularly inaccurate in the presence of lateral variations of velocity or thickness of the surface layer, in the presence of large surface layer velocities or in the presence of a thick surface layer. The method presented considers the non-linear relationship between data and model explicitly, hence the correction that is dependent on the raypath. Linearization removes this dependence and reduces the problem to a surface-consistent approximation. The method is applied to synthetic data calculated from a model with surface layer variations. Comparisons are made between the corrected data resulting from the method described here and the conventional surface-consistent approach. From these results it becomes apparent that the near-surface layer inversion method presented here can reproduce accurate models and correct for near-surface layer effects in cases where conventional methods encounter difficulties. Additionally the method can be readily extended to 3D. 相似文献