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关于对煤矿井下瓦斯传感器易超限的解决办法 被引量:1
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作者 邵彬 《黑龙江科技信息》 2008年第19期26-26,共1页
瓦斯一直是制约煤矿生产的大敌,而对瓦斯的实时准确的监控就显得特别重要。本文就煤矿井下监控系统中瓦斯传感器容易误超限以及井下监控分站易受电磁波干扰的问题分析原理并提出解决办法。
关键词 监控 误超限 电磁波干扰
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Seem to overrun on time and budget for engineering projects
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作者 CHEN Yu LIANG De Xiang 《International Journal of Technology Management》 2014年第8期177-178,共2页
In this thesis,construction industries face with the major challenges are cost overruns and time delays, which have existed in most of projects, especially in developing countries. Construction projects and the enviro... In this thesis,construction industries face with the major challenges are cost overruns and time delays, which have existed in most of projects, especially in developing countries. Construction projects and the environment are increasingly complex, thus it has greater demands on project managers and cost managers that deliver processes on time. However the process of construction is limited to unforeseeable and variable factors, resulting from many sources. The aim of the report is to analyze determining factors about causing budget overrun and time delays by reviewing and identifying past cases. Furthermore, the construction process is made up of three critical phases, i.e. conception, design, construction. Generally, the majority of time delays and cost overrun happen in the period of construction, where many factors are always unforeseeable, and time delays usually associate with cost overruns. (Chan and Kumaraswamy, 1997) 展开更多
关键词 cost overruns and time delays the construction process case studies client and consultant
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Superconvergence and recovery type a posteriori error estimation for hybrid stress finite element method 被引量:1
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作者 BAI YanHong WU YongKe XIE XiaoPing 《Science China Mathematics》 SCIE CSCD 2016年第9期1835-1850,共16页
Superconvergence and recovery type a posteriori error estimators are analyzed for Pian and Sumihara's 4-node hybrid stress quadrilateral finite element method for linear elasticity problems. Superconvergence of or... Superconvergence and recovery type a posteriori error estimators are analyzed for Pian and Sumihara's 4-node hybrid stress quadrilateral finite element method for linear elasticity problems. Superconvergence of order O(h^(1+min){α,1}) is established for both the displacement approximation in H^1-norm and the stress approximation in L^2-norm under a mesh assumption, where α > 0 is a parameter characterizing the distortion of meshes from parallelograms to quadrilaterals. Recovery type approximations for the displacement gradients and the stress tensor are constructed, and a posteriori error estimators based on the recovered quantities are shown to be asymptotically exact. Numerical experiments confirm the theoretical results. 展开更多
关键词 linear elasticity hybrid stress finite element superconvergence recovery a posteriori error estimator
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