VTI介质角度域转换波高斯束偏移成像方法研究

转换波偏移可以利用纵横波波场信息,得到高分辨率的成像结果,从而为油藏描述提供高质量的地震资料.目前的研究主要是利用纵波波场信息进行偏移成像,然而,传统的纵波方法在复杂探区成像时具有一定的局限性.为此,本文在各向异性介质声波射线追踪算法的基础上,推导出各向异性介质转换波射线追踪方程,发展了一种转换波射线追踪算法;并将研究的追踪算法应用到偏移成像中,提出了一种各向异性VTI介质角度域转换波高斯束偏移成像方法.通过各向异性VTI介质断块模型和复杂构造模型试算,说明了本文方法的正确性和有效性.模型试算的结果表明,在考虑地下各向异性时,本文研究的方法具有更好的成像效果,提取的角道集结果可以为偏移速度分析提供依据.     

矢量黏弹性衰减补偿高斯束偏移

基于弹性波动理论的多波多分量高斯束偏移具有计算效率高和成像准确等优点.但是目前此方法没有考虑实际地下介质的黏弹性对地震波传播的影响,从而无法补偿能量衰减和校正相位畸变,这使得该方法对一些含高黏弹性地层的成像效果不佳.针对衰减区域的成像问题,本文提出一种黏弹性衰减补偿高斯束偏移方法,该方法以多波多分量矢量波场弹性高斯束偏移方法为基础,在偏移过程中沿射线路径通过引入品质因子Q来考虑黏弹性影响并进行衰减补偿.该方法能够在偏移过程中实现PP波和PS波的自动分离及分别成像.同时,本文给出了在矢量波场偏移过程中提取角度域共成像点道集的方法,以便用于成像质量控制,并为后续速度和黏弹性参数反演提供所需的数据.本文利用2D层状模型和洼陷模型进行了方法测试,其成像结果验证了本文所提出的黏弹性衰减补偿高斯束偏移方法的可行性和有效性.     

二维弹性多波时空域高斯束偏移方法

随着我国勘探开发难度逐步增大,勘探目标开始向裂缝油气藏、岩性油气藏等复杂探区转移,研究高精度、适应性强的多波多分量深度偏移算法在后续的地震解释、属性分析及储层预测中具有重要意义.针对多波多分量地震数据,本文提出了一种二维弹性波时空域高斯束偏移方法.时空域高斯束沿中心射线传播时能够面向成像目标描述局部波场,且对振幅和频率可调制的Gabor基函数有天然的适应性,因而将基于Gabor分解的子波重构方法应用于震源波场构建,从而得到任意点源函数产生的时空域高斯束波场.该方法由于直接在时间域进行计算,可以避开频率域中出现的假频和边缘截断效应等问题.基于各向同性弹性波动方程的Kirchhoff-Helmholtz积分解,利用矢量时空域高斯束传播算子构建格林函数和格林位移张量,并结合上行射线追踪策略,实现了检波点波场的反向延拓.针对矢量波成像问题,本文借鉴弹性波逆时偏移方法从矢量延拓波场中分离出纯纵波分量和纯横波分量,进而采用修改后的内积成像条件产生具有明确物理意义的PP、PS成像结果,避免了转换波成像的极性反转问题.最后利用简单两层模型和不含盐体构造的部分Sigsbee2a模型的成像结果,并将其与应用近似纵横波成像条件、标量和矢量势成像条件的偏移剖面进行对比,验证了本文方法的正确性和有效性.     

高性能混凝土双连梁短肢剪力墙试验研究

提出了高性能混凝土双连梁短肢剪力墙的新型结构形式,并对3片4层1/3缩尺联肢高性能混凝土短肢剪力墙进行了静力试验研究,得出了从加载到破坏整个过程的P-U全曲线,分析了不同连梁形式模型的承载力、刚度、延性、耗能能力以及破坏特征。证明了高性能混凝土双连梁短肢剪力墙的良好抗震性能。     

Gaussian decomposition and component pigment spectral analysis of phytoplankton absorption spectra

The absorption spectrum of phytoplankton is an important bio-optical parameter for ocean color hyperspectral remote sensing;its magnitude and shape can be aff ected considerably by pigment composition and concentration. We conducted Gaussian decomposition to the absorption spectra of phytoplankton pigment and studied the spectral components of the phytoplankton, in which the package effect was investigated using pigment concentration data and phytoplankton absorption spectra. The decomposition results were compared with the corresponding concentrations of the five main pigment groups (chlorophylls a , b , and c , photo-synthetic carotenoids (PSC), and photo-protective carotenoids (PPC)). The results indicate that the majority of residual errors in the Gaussian decomposition are <0.001 m^-1 , and R 2 of the power regression between characteristic bands and HPLC pigment concentrations (except for chlorophyll b) was 0.65 or greater for surface water samples at autumn cruise. In addition, we determined a strong predictive capability for chlorophylls a , c , PPC, and PSC. We also tested the estimation of pigment concentrations from the empirical specific absorption coeffi cient of pigment composition. The empirical decomposition showed that the Ficek model was the closest to the original spectra with the smallest residual errors.The pigment decomposition results and HPLC measurements of pigment concentration are in a high consistency as the scatter plots are distributed largely near the 1:1 line in spite of prominent seasonal variations. The Wozniak model showed a better fit than the Ficek model for Ch1 a , and the median relative error was small. The pigment component information estimated from the phytoplankton absorption spectra can help better remote sensing of hyperspectral ocean color that related to the changes in phytoplankton communities and varieties.     

基于EEMD高斯过程自回归模型的缝洞型油藏开发动态指标预测

缝洞型油藏储集空间类型多样,大缝大洞的存在使得见水特征复杂多样,同时受各类工程、地质因素影响,生产数据非线性、非稳态,动态指标实时预测难度大。对此提出了一种结合集合经验模态分解(EEMD)和信息熵的高斯过程自回归模型的开发动态指标预测方法:①利用EEMD方法将生产数据分解成若干个平稳的本征模态函数(IMF)分量;②采用信息熵计算由于工作制度频繁调整而引起的数据波动程度;③利用分解的低频分量提取拟稳态数据段,对方差贡献度较大的各IMF分量建立高斯过程自回归模型;④叠加各分量计算结果作为预测值。仿真实验表明这种新算法能够有效应用于缝洞型油藏开发动态指标预测,可以预测生产井各项生产指标的变化趋势,为后期生产开发方案调整提供依据,指导油田的整体开发。     

INTEGRATED FRACTIONS SKILL SCORE FOR THE ASSESSMENT OF PRECIPITATION

Traditional skill scores (e.g., the threat score) used in the high-resolution verification of precipitation are affected by a “double penalty” caused by slight spatial or temporal displacements, which can lead to misleading evaluations. The fractions skill score (FSS) is a popular spatial verificaiton measure that can be used to solve these problems. It can determine useful and skillful scores by neighborhood analysis, which can be used to monitor the performance of operational forecasts. However, the FSS provides different scores at each spatial scale and it is difficult to obtain a definite score for the assessment of precipitation to analyze the temporal variabilities of daily forecasts. We previously reported a modified FSS assessment method and showed that a particular analysis scale had a significant advantage in the verification of operational forecasts of precipitation. To compensate for the lack of artificial definition in the analysis scale, we report here a new integrated score that satisfies a Gaussian weight function to average the FSS over all scales. We describe the advantages of the new score in the verification of forecasts of daily and hourly precipitation, taking forecast products from the GRAPES regional model and quantitative precipitation estimation products from the National Meteorological Information Center during June and July 2017 and investigating the differences between these results and those obtained with the traditional category score. We found that a value of 0.5 can be used as a standard for the skillful FSS in the forecast of heavy rainfall. The integrated score can maintain all the advantages seen in previous studies in the verification of daily and hourly precipitation and show excellent application prospects. The long-term verification including different seasons also find that the score can effectively improve the identification characteristics of the assessment.     

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全波形LiDAR数据分解的可变分量高斯混合模型及RJMCMC算法

传统激光雷达(light detection and ranging,LiDAR)数据处理均采用固定数的波形分解方法,容易遗漏部分重叠的返回波,降低波形拟合精度。为了实现可变数波形分解,本文提出了一种自动确定波形分解数的方法。假定波形数据服从混合高斯分布,并以此建立理想的波形模型;定义用于控制理想模型与实际波形拟合程度的能量函数,用吉布斯分布构建或然率;根据贝叶斯定理构建刻画波形分解的后验概率模型;设计可逆跳转马尔科夫链蒙特卡洛(reversible jump Markov chain Monte Carlo,RJMCMC)算法模拟该后验概率模型,以确定波形分解数并同时完成波形分解。为了验证提出算法的正确性,分别对不同区域的ICESat-GLAS波形数据进行了波形分解试验,定性和定量分析结果验证了本文方法的有效性、可靠性和准确性。     

用小波变换和中值滤波研究差分干涉图的去噪

介绍了小波变换的基本原理和图像去噪常见的滤波方法,采用几种常见滤波分别对模拟差分干涉图和EVISAT卫星获取的矿区真实合成孔径雷达（ASAR）数据的差分干涉图分别进行滤波去噪处理,并对其去噪效果进行分析。采用小波变换和中值滤波相结合的方法对矿区真实ASAR数据差分干涉图进行去噪处理,并对先中值滤波再小波变换和先小波变换再中值滤波两种方式去噪结果分别进行了分析比较,结果表明：先小波变换再中值滤波去噪后,图像保真效果较好。