有一个紧固件的半无限板孔周应力有限元分析

用有限元法计算了有一个紧固件孔的半无限平板在紧固件力作用下的孔周应力．在紧固件与孔之间的接触区域的结点间加无长刚杆元．用反复计算的方法确定接触范围；计算出孔周应力等，并与文献［１］的实验结果进行了比较．     

地基平板载荷试验中存在问题及探讨

根据目前地基平板载荷试验中存在的一些问题．提出一些建议供工程检测人员及规范制定单位参考．     

行波管高压开关电源

根据实际应用中遇到的问题,通过Buck变换器原型电路演变,形成一种高压开关电源的电路形式,类比于Buck变换器原型电路,分析它的负载特性;说明在行波管电源中,这种电路形式的高压电源与其它形式的电源相比,具有其独特的优越性。     

轻型钢结构组合房屋应用问题探讨

阐述国内轻型钢结构组舍房屋在发展和应用中存在的问题,并提出改进建议与同行探讨。     

Graphs with maximum degree 6 are acyclically 11-colorable

An acyclic k-coloring of a graph G is a proper vertex coloring of G, which uses at most k colors, such that the graph induced by the union of every two color classes is a forest. In this note, we prove that every graph with maximum degree six is acyclically 11-colorable, thus improving the main result of Yadav et al. (2009) [11].     

项目施工承包班组的选择

施工班组的正确选择,对实现项目管理的目标至关重要,是各方面因素深入调查,多方对比,综合考量,科学决策的过程,在工程项目管理实践过程中一定要给予足够的重视。     

浅谈T5荧光灯支架质量问题和性价比

根据标准要求和实际应用,讨论T5荧光灯支架几个应注意的质量问题并分析其性价比。     

高职商务英语专业顶岗实习问题的思考——以苏州农业职业技术学院旅游英语专业为例

顶岗实习作为有效推进高职高专工学结合人才培养的重要途径,能大大提高学生的实践操作能力和职业素养。由于我院商务英语专业尚未开展顶岗实习,而旅游英语专业却已经实施了顶岗实习的人才培养方式,因此,为了更好地开展商务英语专业的顶岗实习,本研究通过对已完成顶岗实习的旅游英语专业的学生进行问卷调查,并通过反思顶岗实习中存在的问题,从而为研究我院开展商务英语顶岗实习提供建议和帮助。     

三网融合中广电面临的问题及应对思路

根据当前广电在三网融合试点中的现状以及所面临的问题,提出了加快理顺体制机制、制定广电统筹发展战略、依托IPTV播控平台和网络资源优势、大力开发适合广电网络传输特性的IPTV服务业务、积极与电信运营商对接合作的应对思路。     

Analytical Solution for Wave Propagation Due to Pop-Out Phenomenon in Solid Expandable Tubular Technology

Solid expandable tubular technology has gained wide acceptance in the petroleum industry due to its operationally simplified and cost-effective solution in well drilling. The down-hole hydraulic expansion results in forward motion of a mandrel until it pops out of the tubular. The pop-out phenomenon, which occurs at the end of the tubular expansion process, leads to a sudden release of stored energy within a fluid-tubular system, causing unnecessary vibration. These vibrations can become severe and may cause permanent damage to the tubular. Hence, a complete understanding of the dynamics of the fluid-tubular system is essential to avoid premature failure.

This paper focuses on the development of a mathematical model describing the dynamics of a fluid-tubular system due to pop-out phenomenon. The coupling between tubular, fluids, and formation is incorporated. An analytical solution for the propagation of displacement, stress, and pressure waves, originating due to the excitation caused by pop-out, is obtained. The model also identifies the potential failure locations along the tubular. The coupling effect is more prominent if the tubular material is elastic as compared to elastic-perfectly plastic material. A sensitivity analysis showed that the coupling effects vanish with increase in tubular stiffness and reach an asymptotic value with an increase in formation stiffness. The quantification of coupling effects is important in order to see the effects of pressure waves on the other subsystems present down hole.