Research and application of non-clay low damage temporary bridging drilling/ completion fluids system

Following the basic theory of protecting gas-reservoirs from damage with the temporary bridging technology, inert calcium carbonate (CaCO3) particles, whose diameter is consistent with the size of pores or apertures in the reservoir, were selected as the bridging agent, and modified resolvable starch was selected as filtration loss reducing particles to form the non-clay low damage temporary bridging drilling/completion fluids system (NLTDFS). Under the simulated condition of the well bottom during real drilling, NLTDFS was used to conduct dynamic and static damage experiments of cores for 48 hours, respectively, and then the experimented cores were permeated with pure nitrogen from the undamaged end to the damaged one to measure their recovery of permeability. The results showed that the permeability recovery rate of the core reached 90% or so, and the damaged depth was less than 1 cm, which demonstrates that NL TDFS has higher temporary bridging effectiveness and lower damage to the gas-reservoir than other drilling fluids system. NLTDFS has been used to drill many horizontal wells, and four of them have obtained high yield of natural gas. The yield of natural gas of LPl well reached 85 X 104 m3/day after completion with the rump pipe. The formation of the stable well wall and smooth drilling led to an API loss less than 4 mL and an HTHP loss less than 15 mL.     

某型散货轮主机膨胀节损坏原因及优化改进措施

文章就某型散货轮主机膨胀节损坏原因进行分析，从设计和膨胀节的本身入手展开研究，找出损坏原因所在，对膨胀节的选型和布置进行了改进和优化。     

沥青路面水损害的影响因素和发展过程

针对沥青路面水损害问题,分析总结了引发水损害的影响因素,并探讨了水损害的发展过程, 以期明确沥青路面水损害现象的形成机理.     

小波变换在结构损伤识别中的应用研究

针对土木工程结构的复杂性和数据的不完备性，以小波分析为理论基础，结合多尺度分析理论和数值模拟，对结构损伤识别进行了研究。主要分析了结构动力参数在损伤后的变化特征，对单自由度框架的加速度信号进行小波分析，得到结构损伤的时刻；研究了利用空间域信息对结构损伤位置的识别问题，对带裂缝悬臂梁的变形曲线进行小波变换，判定了结构损伤位置。     

秤杆碛边滩采砂对嘉陵江河道影响研究

秤杆碛是嘉陵江上一大型的卵砾石边滩,在实地勘测秤杆碛河段基础上提出多个采砂方案.通过物理模型研究该河段卵石输移规律,建立采砂河段贴体正交坐标系下的平面二维水流数学模型,并利用该模型研究嘉陵江秤杆碛边滩采砂后河道水流条件的变化.结果表明,采砂对河床演变、通航、河道行洪以及涉河工程的影响很小.     

重载区段接触网电气设备烧损原因分析

对大秦线重载区段接触网电气设备烧损问题进行分析,针对烧损原因提出设备改造方案和监测防范措施,有效的防止了重载区段接触网电气设备烧损问题,提高重载区段接触网供电设备的可靠性。     

A comparison of various algorithms to extract Magic Formula tyre model coefficients for vehicle dynamics simulations

Tyre models are a prerequisite for any vehicle dynamics simulation. Tyre models range from the simplest mathematical models that consider only the cornering stiffness to a complex set of formulae. Among all the steady-state tyre models that are in use today, the Magic Formula tyre model is unique and most popular. Though the Magic Formula tyre model is widely used, obtaining the model coefficients from either the experimental or the simulation data is not straightforward due to its nonlinear nature and the presence of a large number of coefficients. A common procedure used for this extraction is the least-squares minimisation that requires considerable experience for initial guesses. Various researchers have tried different algorithms, namely, gradient and Newton-based methods, differential evolution, artificial neural networks, etc. The issues involved in all these algorithms are setting bounds or constraints, sensitivity of the parameters, the features of the input data such as the number of points, noisy data, experimental procedure used such as slip angle sweep or tyre measurement (TIME) procedure, etc. The extracted Magic Formula coefficients are affected by these variants. This paper highlights the issues that are commonly encountered in obtaining these coefficients with different algorithms, namely, least-squares minimisation using trust region algorithms, Nelder–Mead simplex, pattern search, differential evolution, particle swarm optimisation, cuckoo search, etc. A key observation is that not all the algorithms give the same Magic Formula coefficients for a given data. The nature of the input data and the type of the algorithm decide the set of the Magic Formula tyre model coefficients.     

环境变化下基于核典型相关分析与协整的损伤识别方法

采用传统协整方法进行损伤识别时，需要变量间满足较好的线性关系，而实际工程中监测变量往往存在一定程度的非线性，这使得协整方法的有效性受到影响。为此，提出一种结合核典型相关分析与协整的损伤识别方法。首先利用核典型相关分析能有效处理非线性相关变量的优点，将低维空间存在非线性关系的监测变量映射到高维空间，使其转化为线性相关的核典型变量。然后利用协整方法能够消除变量间共同趋势的特点，对核典型变量间的共同环境因素影响进行分离，并以分离环境因素影响后的协整残差作为损伤指标进行损伤识别。最后通过芬兰Kullaa课题组的木桁架桥试验数据，对协整方法、结合典型相关分析与协整的方法、核典型相关分析和协整相结合方法这3种方法的损伤识别结果进行比较。研究结果表明：在分析非线性数据方面，核典型相关分析要优于典型相关分析；前2种方法受监测变量数目的影响较大，选择不同数目的监测变量将得到不同的识别结果，而该方法对监测变量数目不敏感；且在损伤识别的漏判率方面该方法明显优于其他2种方法。     

动荷载作用下钢结构涂装的累积损伤机理与量化模型

为研究动荷载作用下公路钢桥涂装层与基体间的协同变形和破坏机制,开发了钢结构涂装层试件的动荷载试验系统,研究了疲劳荷载作用下涂层的破坏模式、附着力、弹性厚度、应变等随循环加载次数的发展规律。结合涂层破坏模式和发展规律,构建了涂层疲劳累积损伤度的计算模型,提出了基于损伤度的涂层破坏分级方法,并结合试验结果进行了验证。结果表明:疲劳荷载将引起涂层的附着力下降、弹性厚度降低和应变松弛,进而导致涂层出现附着破坏、内聚破坏及其组合。涂层附着损伤度是涂层损伤的主要因素,且随加载次数持续增大,当加载次数较大时内聚损伤贡献突出。试验涂装体系在22万次应力循环后附着损伤度最大为0.34,内聚损伤度最大为0.27,总损伤度达0.61,属于严重损伤。提出的损伤度模型及破坏分级方法与试验规律吻合良好,可应用于公路钢桥涂装层受动荷载作用下的寿命预测。     

Time-domain structural analysis during block turnover and lifting using 2D flexible multibody dynamics

Ship construction involves the assembly of several blocks on a dock. When a block is lifted using a crane, it undergoes deformation. Until now, structural analysis has been applied in a few cases to evaluate the stress on such blocks. Therefore, this study proposes an evaluation method for time-domain stress using 2D flexible multibody dynamics. We adopt the discrete Euler-Lagrange equation to achieve robustness during the numerical integration of problems that involve high stiffness. We formulate the equations of motion of 2D shell elements based on the absolute nodal coordinate formulation, which is an efficient analysis technique for nonlinear and large deformation cases. We also derive the two types of kinematic constraints (ball and fixed joints) between the rigid and shell element, which can be attached to an arbitrary point. Based on the theories, we develop the program to build models, including 2D flexible multibody dynamics and several joints, and to solve the equations of motion efficiently. As a result, it is successfully applied to the dynamic analysis of the block turnover by a gantry crane and the block lifting by a floating crane. The von-Mises stresses that change over time are compared to the maximum yield stress and analyzed according to the wave direction.