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  • 要約
  • 要約
  • 概要
  • プロトコル
  • 結果
  • ディスカッション
  • 開示事項
  • 謝辞
  • 資料
  • 参考文献
  • 転載および許可

要約

三次元 (3 D) 反射法地震は、地下の火山のイメージングのための強力な方法です。タリム盆地から工業用 3 D 地震データを用いた地震探査データ キューブから、土台と地下の火山の導管を抽出する方法を示します。

要約

形態と配管システムの構造は、噴出量および玄武岩溶岩のスタイルに重要な情報を提供できます。地下地質体を勉強する最も強力な方法は、産業の三次元反射地震学的イメージングを使用することです。ただし、地下の火山をイメージするための戦略は非常に異なっている石油とガス貯留層の。本研究で我々 は不透明度レンダリング技術により敷居を視覚化する方法と時間をスライスして、コンジットをイメージする方法を説明するために北部タリム盆地、中国からの地震データ キューブを処理します。最初のケースでは、分離したプローブ敷居の間の接点をマーキングと被覆層、耐震の視野によって地震のキューブから敷居を抽出する不透明度レンダリング技法を適用します。流れ方向は、ドームの中心から縁に結果の詳細な敷居形態を示しています。2 番目の地震キューブにしておりますタイム スライス画像の導管、, 岩内のマーク付きの不連続に対応します。異なる深さで得られたタイム スライスのセットは、タリム川洪水玄武岩が別のパイプのような導管によって供給される中央の火山から噴出したことを表示します。

概要

堆積盆内工業地震イメージング プロジェクトのほとんどの目的は、炭化水素貯留層を探索することです。近年、炭化水素の探査は塊状の洗面器の多くはかなりの石油とガス貯留層を持っているので、火成岩類の多量を含む流域に拡大しています。ただし、塊状の流域における火成岩類のインタ フェースが、地震データ処理、一連の減らされたエネルギー伝送、減衰、干渉効果、屈折、散乱1など、さまざまな攻撃による課題。したがって、油田会社は地震イメージング2,3,4にこのような「否定的な影響」を減らすこと努力を注いでいます。

堆積盆地内の火成岩体は, 岩1,5,6大音響インピー ダンス コントラストのための 2 つの次元または三次元反射法地震イメージングによって簡単に識別されます。このメソッドは、火山配管システム7,8,9,1011,12,13の垂直方向と水平方向の構造の壮大なイメージを提供することができます。ただし、地下の火山をイメージングの戦略は非常に異なっている石油・ ガス探査8,14,15。これは別にいくつかの成功事例10,15,16, 地下の火山の研究で産業の地震探査データの使用を制限されています。本稿では、地下の火山の解釈のためにカスタマイズされる地震データ処理の詳細な手順を報告します。我々 は TZ47、YM2 の 2 つの耐震キューブを処理 (図 1)、タリム川洪水玄武岩17で埋められた火成岩体を可視化する方法を示します。

プロトコル

NOTE: The data processing procedures include: synthetic seismogram calculation, synthetic-real seismic trace correlation, and geo-body extraction. Below are the step-by-step details of each procedure.

1. Calculation of Synthetic Seismogram

  1. Calculate the acoustic impedance at each interval of the down-well logging curve.
    NOTE: Acoustic impedance is the product of 'seismic wave velocities' and 'density' (ρ*ν)). The data are often averaged to sampling intervals larger than 1 ft, in order to reduce the computation time and aliasing.
  2. Calculate the reflection coefficients (R0) at each interface by using the acoustic impedance calculation:
    figure-protocol-776
    where ν1 and ν2 are the averaged velocities of the layers below and above the interface, respectively; ρ1 and ρ2 are the corresponding averaged densities.
    1. If the well does not intersect the igneous bodies, use nearby wells that have intersected the target rocks to obtain the parameters (velocity, density, etc.).
  3. Chose a wavelet that has an amplitude and phase spectrum similar to that of the nearby seismic data.
  4. Convolve the synthetic wavelet with the reflection series for the entire well survey and generate a synthetic seismic trace. The final simulated seismic trace T(t) can be described by the convolutional model as below:
    figure-protocol-1626
    where R0(t) is the reflection coefficient, w(t) is the wavelet and n(t) is the noise.
  5. If the frequency of the seismic data has large variations throughout the whole well, re-compute the synthetic seismic trace using a wavelet with a different phase and a dominant frequency at different depth intervals.
    1. Repeat the process if the match between the synthetic trace and the seismic data is not satisfactory.
  6. Perform the calculation with the provided software (e.g., Petrel E&P Software Platform).
    1. Start the software. Select File | Open Project | and then select the demo research project tlm (users can select their own desired projects). The project should contain well data, wired log, well tops, seismic cube, and interpretation surface in the research area.
    2. Click on Home | Windows | 2D Windows | 3D Windows to open two display windows to show the data sets according to user's preference.
    3. In the "Wells Tree of Input Pane", right click the desired well. Open the Settings window of the well and select the Time tab to create a new time log. Select Velocity Function, then select DT data in the new time log. Click the OK button to close settings window. A new one-way time log is automatically created and will be shown in the "Wells Tree of Input Pane".
      NOTE: A one-way time log is a time-depth relationship of this well. Wired log domains can be transformed to time domains and be shown in the time domain window.
    4. Activate an existing 3D Window by clicking the displayed window. If there is no 3D Window displayed, create a new 3D Window by clicking Home | Windows | 3D Windows. Select TWT in the toolbar of the 3D Window to show the 3D Window in time domain.
    5. Select representative wired logs (such as 'GR', 'DT', or 'RT') in the Wells Tree to show them in the 3D Window; at the same time, select the seismic profile in the 'seismic' tree of the 'input' pane to show them in the same 3D Window.
    6. Use the Manipulate Plane tool in the toolbar of the 3D Window to adjust the location of the profile to intersect the well; the user will see that the wired log has been transformed to the time domain and displayed with the seismic profile in the same 3D window.
    7. Click Seismic Interpretation | Seismic Well Tie | Seismic Well Tie Process. Choose Integrated Seismic Well Tie in the type of study row, and add desired well in the Well row. Choose calibrated one-way time log as time-depth relationship in the TDR row of the input tab, choose seismic cube in the seismic row. Choose any log in the RC calculation method.
    8. Click Launch Wavelet Toolbox to create a Ricker wavelet to apply in this process. Click OK and a new well section window and synthetic seismogram display will be created.

2. Correlate the Synthetic Traces with the Real Seismic Reflectors

  1. Use an automated correlation application, like Seismic Well Tie in the platform, to adapt the resulting synthetic trace to the vertical scale of the seismic section.
  2. Adjust the synthetic seismogram to increase the overlapping of high amplitude reflectors of the synthetic trace and real trace.
  3. Adjust the synthetic seismogram and the real trace repeatedly. When the overlapping trace reaches the maximum, the interpreter has reached the "best fits" between the obtained synthetic seismogram and real traces.
    1. Repeat the process until the correlations reach the desired level.
  4. Perform the correlation with the provided software.
    1. Activate the window created in step 1.6.3, which is the one-way time log automatically created from the acoustic log.
      NOTE: This automatically created 'one-way time log' is not perfectly correlated with the real seismic reflectors. The users should calibrate the correlations between the one-way time log and the real seismic reflectors.
    2. To calibrate their correlations, choose a continual and representative reflector that is intersected by the well. Then manually adjust the depth of the well log. For example, to adjust the depth of the DT log, right click the One-Way Time Log in well tree | select the Calculator tool | then add a small time increment (for example, 10 ms) by typing 'DT=DT+10' in the input dialog of the Calculator tool.
    3. If the '10 ms' increment is too large or too small, change the increment to another time (can be negative value) in the 'calculator' tool. Check the correlation between the well log and the selected seismic horizon repeatedly and then adjust the time increment repeatedly, until the correlation is perfectly calibrated.

3. Extraction of Basaltic Sills

  1. Pick 2 high-amplitude reflectors encasing the target sills.
    NOTE: Most intrusions are expressed in seismic data as tuned reflection packages, whereby the reflections from the upper and lower intrusion contacts cannot be distinguished. Tuning occurs when the vertical intrusion thickness is between λ/4 and λ/8 (λ is seismic wavelength)19. Therefore, sills are shown as a set of strong reflections in the seismic section, and their apparent thickness is false.
  2. Extract probes between the horizons corresponding to the two high-amplitude reflectors.
    NOTE: There are different tools based on the rendering technique that can help the interpreters better visualize the targets, such as "box probes", "surfaces probes" and "well probes". However, for identification of contacts between the sills and encasing strata, the best tool is "surface probe". ("Surface probe, etc." are terms in 'Petrel' software. The software users should be familiar with these terms).
  3. Remove the areas surrounding the geological objects of interest by changing the Voxel connectivity opacity threshold value. Set the default threshold value to 20%. The visualization method of "opacity rendering" is used here to display the result of the extraction of basaltic sills ( Figure 2C).
    NOTE: There are high amplitude reflections along the surface between igneous rock and sedimentary rock because of their significant difference in acoustic impedance. Make the low amplitude parts transparent to highlight the shape of the igneous bodies.
  4. As the value for isolation can be higher than 20 - 30%, change the value with small increments to make sure all important igneous bodies are not lost; the larger the value, the higher the risk of losing the volume of the real igneous bodies.
  5. Perform the operation with the provided software.
    1. Click the Seismic Interpretation pane, click Insert a Horizon Probe. A probe will be added in the geobody interpretation probes tree of input pane. Double click the added horizon probe and a pop-up window will appear.
    2. Click the Horizons tab in the pop-up window and choose two seismic surfaces that isolate the zone of sills. Click OK to apply the operation.
    3. Check the newly added probe in the geobody interpretation probes tree shown in the input pane. A seismic cube will then appear in the 3D window.
    4. Double click the probe and choose the Opacity tab. A histogram of seismic amplitude will be shown in the tab. Use the left mouse button to draw a line in the histogram to control the opacity of the seismic cube. The low amplitude parts of the tube should be invisible and the high amplitude parts will be left.
    5. Adjust the histogram repeatedly until the desired shape of the interested geobody is achieved.

4. Extraction of the Feeding Conduits

  1. Choose continuous and high energy reflection horizons at different depths beneath the surface lava flow.
  2. Do time slicing along the selected horizons, to find out discontinuities corresponding to the vertical conduits.
  3. Adjust the Two-Way Time (TWT) repeatedly, to achieve the best imaging of the discontinuities of the conduits.
    NOTE: Seismic data cannot image vertical structures well, so better images from amplitude volumes and variance volumes are chosen by comparing clearness at different travel times.
  4. Try different slicing techniques, and then choose which can better image the discontinuities.
    NOTE: Different tools can be used here, such as variance body slicing. Its theoretical basis is the similarity between each seismic section and adjacent seismic traces in the seismic data. Another tool, the variance cube, is a new data body processed by the conventional seismic data, which is helpful for the identification of changes in the structure and lithology, plane combination of the fault, etc.20
  5. Plot the slices at different travel times or depths into a 3D space.
  6. Perform the operation with the provided software.
    1. Double click Volume Attributes in the geophysics tree of the processes pane. Check Structural Methods in the category column and Variance in the attribute column. Select the seismic cube to input box and adjust the other parameter in the parameter tab. For better reading performance, check the box in the realize column. A variance cube is created in the seismic tree of the input pane.
    2. Right click the variance cube and click Insert Time Slice Intersection to show more horizontal intersections in the 3D window. Use the Manipulate Plane tool in the toolbar of the 3D window to adjust the location of the slices to optimize the display of conduits.
    3. Right click the seismic amplitude cube and click Insert Time Slice Intersection to show more horizontal intersections in 3D window. Do the same operation as step 4.6.2 to adjust the location of the slices to optimize the display of conduits.

結果

火山管の垂直、水平敷居火成岩体の 2 種類にそれらを適用することによって上記の手法の有用性を示す.不透明なレンダリング手法を用いて敷居の抽出を実施し、火山の火道の解釈はスライシング加工技術を使用して行われます。

敷居の抽出

産業掘削井戸が17北...

ディスカッション

ここで埋没の玄武岩質火山の配管システムの構造や形態を説明するための 2 つの方法を紹介します。不透明度のレンダリング、他のスライス時間です。

不透明度のレンダリング方法は連続し, 地層と水平界面を持つ地質体に適しています。このメソッドは、マグマの葉の 3 D 形状を抽出することが 1 つ。通常、流れ方向はマグマの葉長軸に沿ってする必要があります。ま?...

開示事項

著者が明らかに何もありません。

謝辞

著者は、WT (グラント号 41272368) に NSFC および QKX (許可番号 41630205) の財政支援を認めます。

資料

NameCompanyCatalog NumberComments
The Petrel E&P software platformSchlumbergersoftware version:2014

参考文献

  1. Smallwood, J. R., Maresh, J. The properties, morphology and distribution of igneous sills: modelling, borehole data and 3D seismic from the Faroe-Shetland area. Geol. Soc. London Spec. Publ. 197 (1), 271-306 (2002).
  2. Millett, J. M., Hole, M. J., Jolley, D. W., Schofield, N., Campbell, E. Frontier exploration and the North Atlantic Igneous Province: new insights from a 2.6 km offshore volcanic sequence in the NE Faroe-Shetland Basin. J. Geol. Soc. 173 (2), 320-336 (2016).
  3. Lee, G. H., Kwon, Y. I., Yoon, C. S., Kim, H. J., Yoo, H. S. Igneous complexes in the eastern Northern South Yellow Sea Basin and their implications for hydrocarbon systems. Mar. Pet. Geol. 23 (6), 631-645 (2006).
  4. Rateau, R., Schofield, N., Smith, M. The potential role of igneous intrusions on hydrocarbon migration, West of Shetland. Pet. Geosci. 19 (3), 259-272 (2013).
  5. Magee, C., et al. Lateral magma flow in mafic sill complexes. Geosphere. 12 (3), 809-841 (2016).
  6. Magee, C., Jackson, C. A. L., Schofield, N. Diachronous sub-volcanic intrusion along deep-water margins: insights from the Irish Rockall Basin. Basin Res. 26 (1), 85-105 (2014).
  7. Symonds, P., Planke, S., Frey, O., Skogseid, J. Volcanic evolution of the Western Australian continental margin and its implications for basin development. The sedimentary basins of Western Australia. 2, 33-54 (1998).
  8. Thomson, K., Hutton, D. Geometry and growth of sill complexes: insights using 3D seismic from the North Rockall Trough. BVol. 66 (4), 364-375 (2004).
  9. Planke, S., Rasmussen, T., Rey, S., Myklebust, R., Doré, A. G., Vining, B. A. . Petroleum Geology: North-West Europe and Global Perspectives-Proceedings of the 6th Petroleum Geology Conference. 6, 833-844 (2005).
  10. Magee, C., Hunt Stewart, ., E, C. A. L., Jackson, Volcano growth mechanisms and the role of sub-volcanic intrusions: Insights from 2D seismic reflection data. Earth Planet. Sci. Lett. 373, 41-53 (2013).
  11. Schofield, N. J., Brown, D. J., Magee, C., Stevenson, C. T. Sill morphology and comparison of brittle and non-brittle emplacement mechanisms. J. Geol. Soc. 169 (2), 127-141 (2012).
  12. Wang, L., Tian, W., Shi, Y. M., Guan, P. Volcanic structure of the Tarim flood basalt revealed through 3-D seismological imaging. Sci. Bull. 60 (16), 1448-1456 (2015).
  13. Sun, Q., et al. Neogene igneous intrusions in the northern South China Sea: Evidence from high-resolution three dimensional seismic data. Mar. Pet. Geol. 54, 83-95 (2014).
  14. Schofield, N., et al. Seismic imaging of 'broken bridges': linking seismic to outcrop-scale investigations of intrusive magma lobes. J. Geol. Soc. 169 (4), 421-426 (2012).
  15. Thomson, K. Volcanic features of the North Rockall Trough: application of visualisation techniques on 3D seismic reflection data. BVol. 67 (2), 116-128 (2005).
  16. Jackson, C. A. L. Seismic reflection imaging and controls on the preservation of ancient sill-fed magmatic vents. J. Geol. Soc. 169 (5), 503-506 (2012).
  17. Tian, W., et al. The Tarim picrite-basalt-rhyolite suite, a Permian flood basalt from northwest China with contrasting rhyolites produced by fractional crystallization and anatexis. CoMP. 160 (3), 407-425 (2010).
  18. Chen, M. -. M., et al. Peridotite and pyroxenite xenoliths from Tarim, NW China: Evidences for melt depletion and mantle refertilization in the mantle source region of the Tarim flood basalt. Lithos. 204, 97-111 (2014).
  19. Magee, C., Maharaj, S. M., Wrona, T., Jackson, C. A. L. Controls on the expression of igneous intrusions in seismic reflection data. Geosphere. 11 (4), 1024-1041 (2015).
  20. Bahorich, M., Farmer, S. 3-D seismic discontinuity for faults and stratigraphic features: The coherence cube. The Leading Edge. 14 (10), 1053-1058 (1995).

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