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肝脏管道供血分布及残肝体积的计算
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作者 郭晓曦 王博亮 +3 位作者 黄绍辉 程明 黄晓阳 宋晓 《计算机辅助设计与图形学学报》 EI CSCD 北大核心 2014年第5期794-799,共6页
在肝切除、肝移植等手术计划中,精确地计算残肝体积至关重要,它能够直接影响到手术的成败.文中结合临床上肝外科手术的术式,提出了能够实时、准确地计算出基于肝脏管道供血分布的残肝体积的算法.首先基于个体化肝脏CT数据,通过分割和细... 在肝切除、肝移植等手术计划中,精确地计算残肝体积至关重要,它能够直接影响到手术的成败.文中结合临床上肝外科手术的术式,提出了能够实时、准确地计算出基于肝脏管道供血分布的残肝体积的算法.首先基于个体化肝脏CT数据,通过分割和细化2个步骤建立肝实质三维模型及肝内管道的抽象树状模型;在此基础上,通过人机交互灵活地选定肝内管道分支数目和分支起点,并基于多背景距离变换计算肝脏供血分布和各部分所占比例,从而得到准确的残肝体积.实验结果表明,该算法计算速度快,对肝切除结果的模拟和计算精度能满足实际临床需求,可为手术计划提供指导依据. 展开更多
关键词 管道树 管道分支 肝脏管道供血分布 残肝体积
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一种具有服务质量支持的数据访问方法
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作者 庞雄文 鲍苏苏 李冬 《华南理工大学学报(自然科学版)》 EI CAS CSCD 北大核心 2009年第10期73-78,共6页
针对目前的查询优化技术并没有考虑网格环境中数据源的动态特征,导致数据访问质量很差的问题,文中提出了网格环境中具有服务质量(QoS)支持的数据访问方法.它能在查询优化的过程中考虑数据源的动态特征以及用户的QoS要求,根据用户的QoS... 针对目前的查询优化技术并没有考虑网格环境中数据源的动态特征,导致数据访问质量很差的问题,文中提出了网格环境中具有服务质量(QoS)支持的数据访问方法.它能在查询优化的过程中考虑数据源的动态特征以及用户的QoS要求,根据用户的QoS要求选择不同的查询执行计划;文中还提出了基于管道并行方式的分层管道树来对多连接表达式进行优化,它不仅可以提高并行度而且可以尽快返回部分结果给用户.实验结果表明,文中提出的方法是有效的,可以为不同类型的用户提供不同等级的数据访问服务. 展开更多
关键词 数据访问 网格环境 服务质量 查询优化 分层管道树
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Investigation on short-term burst pressure of plastic pipes reinforced by cross helically wound steel wires 被引量:11
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作者 Jin-yang ZHENG Yong-jian GAO +3 位作者 Xiang LI Xiu-feng LIN Yu-bin LU Yan-cong ZHU 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2008年第5期640-647,共8页
Plastic pipes reinforced by cross helically wound steel wires (PSP), which have exhibited excellent mechanical performance, consist of inner polyethylene (PE) layer, winding layer and outer PE layer. The winding layer... Plastic pipes reinforced by cross helically wound steel wires (PSP), which have exhibited excellent mechanical performance, consist of inner polyethylene (PE) layer, winding layer and outer PE layer. The winding layer is composed of two monolayers where steel wires are cross helically wound. An analytical procedure is developed to predict the short-term burst pressure of PSP as the monolayer is assumed to be elastic and orthotropic. The 3D anisotropic elasticity and Maximum Stress Failure Criterion are employed in the formulation of the elasticity problem. Good agreement between the theoretical results and the experimental data shows that the proposed approach can well predict the short-term burst pressure of PSP. 展开更多
关键词 Composite pipes Maximum Stress Criterion Short-term burst pressure
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Risk Assessment Based on Fault Tree Analysis for Damaged Pipe Repair During Operation in Petrochemical Plant 被引量:3
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作者 丛广佩 高金吉 +1 位作者 杨剑锋 刘文彬 《Transactions of Tianjin University》 EI CAS 2013年第1期70-78,共9页
In petrochemical plant, the in-operation repairing is usually a repairing strategy with pressured inoperation repairing for avoiding huge economic losses caused by unplanned shutdown when some slight local leakage hap... In petrochemical plant, the in-operation repairing is usually a repairing strategy with pressured inoperation repairing for avoiding huge economic losses caused by unplanned shutdown when some slight local leakage happens in pipes. This paper studies the effects of repairing strategies on the failure probability of the pipe systems in process industries based on the time-average fault tree approach, especially the in-operation repairing strategies including pressured in-operation repairing activities. The fault tree model can predict the effect of different repairing plans on the pipe failure probability, which is significant to the optimization of the repairing plans. At first pipes are distinguished into four states in this model, i.e., successive state, flaw state, leakage state and failure state. Then the fault tree approach, which is usually applied in the studies of dynamic equipment, is adopted to model the pipe failure. Moreover, the effect of pressured in-operation repairing is also considered in the model. In addition, this paper proposes a series of time-average parameters of the fault tree model, all of which are used to calculate node parameters of the fault tree model. At last, a practical case is calculated based on the fault tree model in a repairing activity of pipe thinning. 展开更多
关键词 pressured in-operation repairing risk uncertainty quantification fault tree failure probability leak before break (LBB)
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