Application of ultrasonic CT method in nondestructive detection of interior defects in large scale concrete structural member of bridge

The ultrasonic computed tomography (USCT) method is derived from the basic principles of X-ray section scanning. This method records the arriving times of ultrasonic wave between the probes and the sources to calculate the elastic wave velocity values in the section using the arrival times. Through analyzed the distribution of elastic wave velocity in aim area, the information of the strength and the homogeneity of the investigated zone could be got indirectly. The authors introduced the operational principle of USCT and a practical case of using this method to detect the interior defects in large scale concrete structural member. Compared with other exploration methods, this method is more efficient and accurate.     

近地表弹性介质瑞雷波勘探研究进展与展望

瑞雷波法已在研究地球内部结构、近地表地球物理工程和超声无损检测等领域中获得了广泛应用,尤其是近年来瑞雷波法作为近地表场地表征新兴领域的前沿技术已成为国际学术研究与应用的热点。对国内外近地表弹性介质瑞雷波勘探的主要研究成果与进展进行了综述,通过对瑞雷波勘探现有的研究成果和进展密切追踪发现当前近地表瑞雷波勘探主要基于水平地表弹性水平层状介质模型,利用单分量瑞雷波相速度频散曲线单目标反演获得一维横波速度剖面和相关岩土力学参数。但是,该方法也存在着现有瑞雷波频散曲线反演极易出现模式误识别、现有单分量单目标瑞雷波反演未充分利用多分量信息、现有瑞雷波相速度反演未充分利用群速度传播特性、现有瑞雷波反演未充分利用质点椭圆极化振动特性等挑战性学术难题和不足。基于上述问题,建议未来近地表弹性介质瑞雷波勘探重点研究方向应集中在进行多模式表面波全速度谱反演研究、多站多分量表面波相速度多目标全速度谱反演研究、单站多分量表面波群速度多目标全速度谱反演研究和单站多分量表面波椭圆极化振动特性多目标反演研究。由此构建新的近地表多分量瑞雷波多目标全速度谱反演理论,引领多分量瑞雷波多目标反演学科前沿,拓展现有单分量瑞雷波单目标反演理论范畴,推动多分量瑞雷波高精度实用勘探技术的发展。      

波速测试在工程勘察中的应用效果

通过波速测试可获得岩土体的弹性波速,为工程建筑设计提供科学依据。在简述单孔检层法工作原理及方法基础上,以工程实例说明了波速测试技术不但可为建筑抗震设计提供所需的岩体动力参数,而且可利用岩石的纵波波速比定量地进行岩石风化程度划分和岩体动力特性评价。     

利用浅层反射地震资料中的面波与初至波研究剖面浅部结构

利用浅层反射地震数据的面波与初至波信息,采用多道面波分析法(MASW)得到浅部横波速度结构,再利用初至波走时层析成像得到纵波速度结构,进而得到纵横波速度比与泊松比数据。结合反射波叠加剖面与跨断层钻孔联合剖面对浅部地层进行综合解释,在一定程度上弥补了浅部反射资料的缺失,对确定浅部断层的位置及性质起到非常重要的作用。     

地震波在强夯地基测试中的应用研究

利用已知钻探、原位测试、土工试验的资料,构建地震波速度与地基土物理指标的关系,并以此作为已知输入,在同一地震排列中分别拾取瑞雷波、纵波速度。以地震波速度划分为速度层,根据已知输入确定地基土的密实度、均匀性、承载力等物理力学指标。     

A New Inversion Method of Sedimentary Strata For Deriving Double Parameters and Its Applications

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Elastic reverse time migration based on vector wavefield decomposition

Prestack elastic reverse time migration ( RTM) requires multicomponent seismic data .But for multi-component elastic Kirchhoff migration , there is a limitation that ray theory no longer applies if thegeology be-comes complicated .In this paper, the authors have created a new 2D migration context for isotropic , elastic RTM, which included decomposition of the elastic source and receiver wavefields into P and S wave vectors by decoupled elastodynamic extrapolation , which retained the same stress and particle velocity components as the input data .Then we appliedsource-normalized crosscorrelation imaging condition in elastic reverse time migra-tion to compensate the energy of deep strata .We found that the resulting images were nearly identical to the ve-locity model , and the resolution has been improved .Our method is a wavefielddecomposition based on vector , and we can alsoavoid the problem of polarity reversal of converted shear wave imaging .It proved the applicabili-ty of the method proposed in our paper .     

Research on ray tracing in VTI medium based on different models

The study on seismic anisotropy is one of the difficult problems in the field of geophysics nowadays.As a method of ray theory,the seismic anisotropy ray tracing is an important means to study the anisotropic seismic wave propagation. The traditional ray tracing system formulated in terms of elastic parameters in the anisotropy is more complicated than that in the isotropic case. Considering the difficulty,a kind of ray tracing system formulated in terms of phase velocity and group velocity is introduced. The new method is similar to the expressions for isotropic media,and avoids the trouble of determining the eigenvalue vector at each time. Besides the ray tracing numerical simulation of different models of vertical transversely isotropic( VTI) medium is carried out,in order to verify the accuracy and applicability of the method and further study the characteristics of wave field propagation in different VTI mediums. The study is certainly valuable in reference for later processing of the anisotropic seismic data.     

A New Inversion Method of Sedimentary Strata For Deriving Double Parameters and Its Applications

The inverse problem of wave equation is the importance of study not only in seismic prospecting but also in applied mathematics. With the development of the research, the inverse methods of 1 - D wave equations have been trending towards the multiple parameters inversion . We have obtained an inverse method with double -parameter, in which medium density and wave velocity can be derived simultaneously. In this paper, to increase the inverse accuracy, the method is improved as follows. Firstly, the formula in which the Green Function is omitted are derived and used. Secondly, the regularizing method is reasonable used by choosing the stable function. With the new method, we may derive elastic parameter and medium density or medium density and wave velocity. Thus, lithology parameters for seismic prospecting may be obtained.After comparing the derived values from the new method with that from previous method, we obtain the new method through which substantially improve the derived accuracy . The new method has been applied to real depths inversion for sedimentary strata and volcanic rock strata in Chaoyanggou Terrace of Songliao Basin in eastern China. According to the inverse results,the gas - bearing beds are determlned.     

A New Inversion Method of Sedimentary Strata For Deriving Double Parameters and Its Applications

The inverse problem of wave equation is the importance of study not only in seismic prospecting but also in ap-plied mathematics. With the development of the research, the inverse methods of 1 - D wave equations have been trending to-wards the multiple parameters inversion . We have obtained an inverse method with double - parameter, in which medium density and wave velocity can be derived simultaneously. In this paper, to increase the inverse accuracy, the method is im-proved as follows. Firstly, the formula in which the Green Function is omitted are derived and used. Secondly, the regulari-zing method is reasonable used by choosing the stable function. With the new method, we may derive elastic parameter and medium density or medium density and wave velocity. Thus, lithology parameters for seismic prospecting may be obtained. After comparing the derived values from the new method with that from previous method, we obtain the new method through which substantially improve the derived accuracy . The new     

3D numerical simulation in acoustic-elastic coupled media with staggered-grid finite-difference method

Acoustic-elastic coupled media is often encountered in most marine explorations, and accurate simulation of acoustic-elastic coupled media is of great significance. At present, the study of acoustic-elastic coupled media still assumes that the solid of the acoustic-elastic coupled media is isotropic, but this assumption is not in accordance with the actual situation. In this paper, we derive the solid media of acoustic-elastic coupled media from isotropic media to anisotropic media, and propose an acoustic-elastic coupled medium based ontransverse isotropic media with vertical symmetric axes(VTI) to improve the accuracy of forward modeling. Based on the relationship between the Thomsen parameter and the coefficient matrix of the anisotropic elastic wave equation, we transform the Thomson parameter into a velocity model with anisotropic properties. We use a staggered grid finite difference method to simulate the propagation of a wavefield in a three-dimensional acoustic-elastic coupled media. We obtain the snapshots of the wave field when the solid of the acoustic-elastic coupled media is an isotropic medium and a VTI media. When the solid of the acoustic-elastic coupled media is considered VTI media, we can observe the qP wave and qS wave that cannot be observed in the isotropic medium from the wave field snapshot. We can also find that the seismic records obtained by the method we use are more realistic. The algorithm proposed in this paper is of great significance for high-precision ocean numerical simulation.     

基于PCA的井间地震偏振分析方法及其应用

基于主成分分析(principal component analysis, PCA)方法构建理论模型进行三分量地震偏振分析试算,获得较准确的检波器的水平方位角和垂直倾角,然后对地震响应进行坐标旋转,从而校正检波器方向。将该方法应用于跨孔井间弹性波波速测试,对实测资料进行偏振分析可知,初至P波与初至S波分别在H_P分量和R分量中得到加强,不仅有利于初至起跳的拾取,还可以获得较准确的波速资料,为岩土工程设计提供更精确的动力学参数。     

辽宁及邻区S波速度结构反演

利用辽宁及邻区70台地震仪2012年噪声连续波形记录,基于背景噪声层析成像法获取研究区下方10~40 s的相速度结构。利用得到的基阶面波相速度频散曲线,通过马尔科夫链蒙特卡洛(MCMC)法反演研究区下方10~40 km深度处的三维S波速度结构。结果表明,研究区浅层及中上地壳的S波速度分布与地形地貌有较好的对应关系,高低速过渡带更易形成孕震区。中下地壳至上地幔顶部的S波速度结构更多受控于莫霍面的起伏状态及深大断裂。海城至大连最后延伸至辽东湾的区域下方30~40 km深度范围内一直存在一个“弧形”的低速异常体,推测该区域存在热物质上涌现象。纵剖面C-C′的辽阳至伊通段下方15 km处存在椭圆形低速体。     

Ronge-Kutta法在计算复杂构造区域地震波旅行时中的应用

采用Ronge-Kutta射线追踪法对地震勘探中几个典型地质模型的地震波射线路径和旅行时计算的实例和效果进行分析。将Ronge-Kutta射线追踪模拟的结果与程函方程计算的时距曲线结果进行对比,验证了Ronge-Kutta射线追踪法的易实现性和程函方程有限差分旅行时算法的强稳定性,表明Ronge-Kutta射线追踪法在复杂构造区域进行地震射线路径和旅行时计算时能得到较好的模拟效果。     

茅山断裂带及邻区精细速度结构的双差层析成像研究

选取2008~2018年茅山断裂带及周边82个测震台站记录到的516个近震Pg、Sg到时数据,采用双差地震层析成像方法对茅山断裂带及邻区进行地震重定位和三维P波速度结构的联合反演,并分析溧阳历史上两次破坏性地震与速度结构的关系。结果表明,地震重定位后残差显著降低,研究区大部分地区横向分辨率可达0.2°。P波的速度结构横向差异变化比较明显,反演后的速度与初始速度模型之间的变化率基本在±10%左右。茅山断裂带两端呈现高速特征,中段表现为低速结构。溧阳震源区1974年MS5.5地震发生在深变质岩系内的低速层上,而1979年MS6.0地震发生在深变质岩系与浅变质岩系边界上,这两次地震的发震原因可能与具有塑性流变特性的低速体和速度梯度较大的转换复合位置容易产生应力集中有关。     

黑龙江地区上地幔各向异性研究

采用黑龙江数字地震台网2012-01～2014-07间23个宽频带地震台站记录的远震SKS波形资料,利用Splitlab 软件对黑龙江地区进行剪切波分裂的分析研究,使用最小能量法、旋转相关法和最小特征值法计算所有观测台站的SKS快波偏振方向和快、慢波的延迟时间,最终得到黑龙江省上地幔各向异性图像。结果显示,黑龙江地区上地幔地震各向异性比较明显,快波偏振方向与主张应力方向基本一致,与GPS得出的速度场方向相符,说明该地区的壳幔耦合可能存在垂直连贯性。     

2022年云南宁蒗5.5级地震前后波速比变化特征

为分析2022-01-02云南宁蒗M_S5.5地震前后波速比的时空演化特征,采用单台多震和达法,计算2020-01-01~2022-01-10云南数字地震台网记录的满足计算条件的地震震相到时数据,分析云南地区59个台站波速比以及距离震中最近的LGH和NLA台记录的震后序列波速比变化情况。结果表明：1)宁蒗M_S5.5地震发生在滇西北波速比高值区域,且该区域随时间推进呈扩大趋势,可能是在孕震过程中震中附近裂隙有流体渗入达到水饱和状态,从而导致波速比增大;2)震中100 km范围内4个台站波速比大致呈现持续下降-发震的演化过程,距离震中最近的LGH台波速比下降时间稍晚于其他3个台站,初步分析认为,波速比变化出现时间与震中距呈负相关;3)震后地震序列波速比变化与余震活动情况具有较好的对应关系,最大余震发生前波速比出现突降变化;当地震序列呈现正常衰减趋势,波速比维持稳定低值。     

利用SH横波反射资料中的勒夫面波反演浅部横波速度结构

由于勒夫波速度与纵波速度无关,勒夫波多道分析方法具有频散曲线简单、能量清晰、反演过程中未知参数少、对初始模型依赖小、反演结果稳定、分辨率高等特点。实验结果表明,利用浅层SH横波反射地震数据中的勒夫面波信息,反演得到近地表横波速度结构,在浅层地质构造、断层位置、上断点埋深等方面与浅层SH横波反射地震剖面以及地质钻孔数据吻合较好。该方法可为地下构造解释提供更多依据,提高探测成果的可靠性。     

珊溪水库地震波速比时空分布特征

选取P波、S波到时差Δt≤14s的台站数据,使用多台和达法计算珊溪水库地震序列地震波速比,结合地震序列的时空分布特征和发震构造,分析序列的波速比时空分布特征。1)珊溪水库90%的地震波速比分布在1.66~1.75,波速比平均值为1.70;2)珊溪水库地震序列包含有多组地震活动,每组地震的波速比呈开始快速下降之后缓慢上升的变化,每两组地震之间的波速比呈现逐渐增大的趋势,其波速比的变化特征可以归纳为"下降-回升-发生一组地震";3)波速比的变化和震中位置的迁移有一定关系,地震迁移到新的位置时最初几次地震的波速比较大,随后波速比逐渐减小;4)波速比沿深度方向和双溪-焦溪垟断裂方向分布不均匀,位于水库淹没区的双溪-焦溪垟断裂西北段波速比较小,位于水库库岸的双溪-焦溪垟断裂东南段波速比在深度方向上的变化最复杂,存在两个高、低值相间的区域,4级以上地震均发生在这一段5~8km深度处的波速比高、低值过渡区域。     

2017~2018年山东长岛震群双差波速比特征分析

通过限定震群集中区范围,剔除同一台站记录的震中位置相近且具有相同路径的地震波,使用双差波速比两次差分的方法,对2017~2018年长岛地区发生的2个震群的波速比值开展特征分析。通过对震相数据敏感性分析得出,双差波速比方法对Pg波到时较为敏感,资料处理时需要将Pg、Sg波震相误差分别控制在0.02 s和0.20 s以内。最终分析结果显示,长岛震群波速比值在1.69~1.78范围内波动,波速比变化与震群活动过程密切相关;震群几次较大余震发生前,波速比呈现低值状态;主震和余震的波速比变化存在差异,可能反映二者发震机理有所不同。