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    甲烷摩尔含量约束的石油包裹体捕获压力预测模型

    平宏伟 陈红汉 ThiéryRégis

    平宏伟, 陈红汉, ThiéryRégis, 2014. 甲烷摩尔含量约束的石油包裹体捕获压力预测模型. 地球科学, 39(1): 79-90. doi: 10.3799/dqkx.2014.008
    引用本文: 平宏伟, 陈红汉, ThiéryRégis, 2014. 甲烷摩尔含量约束的石油包裹体捕获压力预测模型. 地球科学, 39(1): 79-90. doi: 10.3799/dqkx.2014.008
    Ping Hongwei, Chen Honghan, Thiéry Régis, 2014. Prediction Model of Petroleum Inclusion Trapping Pressure Constrained by Methane Mole Content. Earth Science, 39(1): 79-90. doi: 10.3799/dqkx.2014.008
    Citation: Ping Hongwei, Chen Honghan, Thiéry Régis, 2014. Prediction Model of Petroleum Inclusion Trapping Pressure Constrained by Methane Mole Content. Earth Science, 39(1): 79-90. doi: 10.3799/dqkx.2014.008

    甲烷摩尔含量约束的石油包裹体捕获压力预测模型

    doi: 10.3799/dqkx.2014.008
    基金项目: 

    国家重点基础研究发展计划"973"项目 2012CB214804

    国家自然科学基金资助项目 41202088

    详细信息
      作者简介:

      平宏伟(1982-), 男, 讲师, 博士, 主要从事含烃流体地质研究.E-mail: howping@qq.com

    • 中图分类号: TE122.1

    Prediction Model of Petroleum Inclusion Trapping Pressure Constrained by Methane Mole Content

    • 摘要: 石油包裹体显微测温和体积分析已经被广泛应用于重构石油包裹体组分和压力-温度(P-T)捕获条件, 然而, 其P-T捕获条件准确预测除精确的均一温度(Thoil)和气泡充填度(Fv)测试外, 还依赖于石油饱和压力和体积预测能力.基于改进石油流体饱和压力和气、液相摩尔体积预测精度, 建立了石油流体C7+组分摩尔含量与其Thoil和室温(20 ℃)下Fv之间的定量关系.尽管利用该定量关系可以极大地简化石油包裹体热动力学模拟过程, 还是不能避免Fv对热动力学模拟精度的影响.因此, 根据大量已知组分石油流体建立了甲烷摩尔含量约束的新的石油包裹体捕获压力预测模型.新模型中唯一变量即为石油包裹体甲烷摩尔含量, 并且不再依赖于专业的热动力学模拟软件(PVTsim、VTflinc、PIT和FIT-OIL), 从而极大地简化了传统石油包裹体捕获压力重构过程.最终, 新模型捕获压力预测精度得到评价, 石油包裹体甲烷摩尔含量对捕获压力重构具有重要控制作用, 单个石油包裹体甲烷含量定量化是未来石油包裹体捕获压力重构的主要研究方向.

       

    • 图  1  石油包裹体热动力学模拟流程(a)和典型的石油流体P-T相图(b)(图a据Ping et al., 2011)

      体系包络线由泡点线和露点线组成, 临界点位于泡点线和露点线的交点.油包裹体P-T路径通过等容线来表示, 其中3个比较重要的点是油包裹体捕获点A(Pt, Tt)、均一化点B(Ph, Th)和室温下测定的气泡充填度P-T位置点C(Pv, Tv)

      Fig.  1.  Schematic view for petroleum inclusion thermodynamic modeling (a) and typical P-T phase diagram of a petroleum (b)

      图  2  石油包裹体不同Thoil对应计算的Fv(20 ℃)与C7+组分摩尔含量关系

      Fig.  2.  Linear regression of the mole content of C7+ cut as a function of calculated Fv (20 ℃) under different Thoil

      图  3  计算的不同C7+摩尔含量的石油包裹体Fv(20 ℃)vs.Thoil

      Fig.  3.  Calculated Fv (20 ℃) versus Thoil for petroleum inclusions having trapped different oils with various C7+ mole fraction

      图  4  石油包裹体甲烷摩尔含量(x1)与其饱和压力关系(a)和不同捕获温度条件下石油包裹体捕获压力与其甲烷摩尔含量关系(b)

      Fig.  4.  Regression curve of saturation pressure (Ps) as a function of x1(%)(a) and regression curves of trapping pressure (Pt) under different Tt as a function of x1(%)(b)

      图  5  表 2中4种方法组合计算的捕获压力与参照捕获压力比较

      a.方法1;b.方法2;c.方法3;d.方法4

      Fig.  5.  Comparison of referable trapping pressure (Prt) with values calculated(Pct) by the strategy 1-4 in table 2

      图  6  拟合的原油中C1摩尔含量与C7+组分摩尔含量关系(N=160)

      Fig.  6.  Relationship between C1 mole content and C7+ mole content in crude oils

      表  1  饱和压力预测精度比较(N=160)

      Table  1.   Prediction comparison of the saturation pressure between this paper method and the correlation of Elsharkawy (2003)

      方法 平均相对偏差ARD(%) 平均绝对偏差AAD(%)
      公式(7) 2.33 7.20
      Elsharkawy (2003)方法 -2.59 9.23
      注: $ A A D\left(P_{\mathrm{s}}\right)=\frac{1}{N} \sum\limits_{n=1}^{N}\left|\frac{P_{\mathrm{ct}}-P_{\mathrm{et}}}{P_{\mathrm{et}}}\right|, A R D\left(P_{\mathrm{s}}\right)=\frac{1}{N} \sum\limits_{n=1}^{N} \frac{P_{\mathrm{ct}}-P_{\mathrm{et}}}{P_{\mathrm{et}}}$, 其中Pct为计算的饱和压力, Pet为实测饱和压力, N为数据个数, 单位为%.
      下载: 导出CSV

      表  2  石油包裹体热动力学模拟重构捕获压力方法组合

      Table  2.   Strategies for trapping pressure prediction and the prediction comparison

      热动力学模拟古压力方法 输入参数 中间参数
      1 x1, Thoil, 1Tt 4Ph, 5PThoil+5
      2 x1, Thoil, Fv, 2Tt 1x7+, 2α-β, 1Ps
      3 Thoil, Fv, 1Tt 1x7+, 3x1, 4Ph, 5PThoil+5
      4 Thoil, Fv, 2Tt 1x7+, 3x1, 2α-β, 1Ps
      注: Thoil为石油包裹体均一温度;Tt为油包裹体的捕获温度;PtTt对应的捕获压力;PThoil+5Tt=Thoil+5 ℃时的捕获压力;PhThoil条件下的饱和压力;1Ps为计算的α-β组分饱和压力;1x7+为计算的C7+摩尔含量(公式4);2α-β表示α-β组分是根据本文公式(4)简化的α-β组分模拟方法获取; 3x1代表甲烷摩尔含量, 根据Ping et al. (2011)中公式(17)获取;4Ph表示饱和压力根据本文中公式(5)获取;5PThoil+5表示Tt=Thoil+5 ℃的捕获压力, 根据本文公式(9)获取;1Tt代表捕获压力根据公式(14)获取;2Tt代表捕获压力根据获取的唯一α-β组分后再利用状态方程(EoS)计算获取.
      下载: 导出CSV

      表  3  不同捕获压力预测方法精度比较

      Table  3.   The prediction comparison for trapping pressure reconstruction using different strategies

      模拟古压力方法 ΔT=10 ℃ ΔT =20 ℃ ΔT =30 ℃ ΔT =40 ℃ ΔT=50 ℃ AAD (Pt)(%)
      AAD (Pt)(%) AAD (Pt)(%) AAD (Pt)(%) AAD (Pt)(%) AAD (Pt)(%)
      1 5.85 5.92 6.09 6.43 6.73 6.44
      2 8.49 7.23 6.53 5.82 5.51 6.92
      3 16.18 13.86 12.33 10.96 10.37 13.07
      4 18.06 15.47 13.78 11.86 11.04 14.54
      注: $\Delta T=T_{\mathrm{t}}-T h_{\mathrm{oil}} ; A A D\left(P_{t}\right)=\frac{1}{N} \sum\limits_{n=1}^{N}\left|\frac{P_{\mathrm{ct}}-P_{\mathrm{rt}}}{P_{\mathrm{rt}}}\right| $, 其中Pct为计算的捕获压力, Prt为本文中参照捕获压力, N为数据个数, 单位为%.
      下载: 导出CSV
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    • 收稿日期:  2013-06-11
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