陡坡傍山双层行车结构体系受力特性分析

以山区常见的40°陡坡地形条件下修建4车道高等级公路为例,提出一种环境和经济效益俱佳的新型"桩-锚-框架"复合双层行车结构体系,该体系具有双层行车、山体锚固、边坡支挡和路面支撑等众多功能。采用ABAQUS大型有限元分析软件对该双层行车结构体系进行三维数值模拟,探究其受力特性。研究结果表明:该结构体系具有良好的承载能力和静力稳定性,对陡坡山体有较强的支护作用;支撑柱和横梁的相交位置是整个结构体系应力较集中的部位,应适当增加该节点的配筋量以提高强度、改善节点受力情况。     

长河坝水电站初期导流洞下闸封堵方案优选研究

长河坝水电站初期导流洞堵头挡正常蓄水位的水头高达212.00 m,封堵工程量大、程序复杂、直接影响电站发电工期。结合导流洞封堵施工的特点,通过结构稳定计算分析,拟定永久堵头挡水、闸门挡水、临时堵头与永久堵头结合、2号导流洞堵头位置下移4种下闸封堵方案,并从发电工期、施工进度、工程结构安全、工程投资等方面进行全面的经济技术比较,进而优选出最佳方案。研究成果可为类似高堆石坝工程导流洞的下闸封堵设计提供借鉴。     

浅析渭河下游涉河桥梁现场监管要点

为有效把握现场监管的要点,进一步做好渭河下游涉河项目现场监管工作,本文结合渭河下游涉河桥梁现场监管工作实践,对涉河桥梁的承台、桥墩、梁底高程、围堰、施工便桥等现场监管要点进行分析梳理,并论述各个监管技术要点与河道管理的关系,提出现场监管单位根据监管要点进行监管的思路、内容及方法,对当前形势下,开展好渭河下游涉河项目现场监管有着现实的指导意义。可供涉河建设项目现场监管工作借鉴和参考。     

湄洲湾电厂爆破振动控制

为控制湄洲湾电厂水下钻爆工程中爆破振动影响,结合规范和现场试验反馈制订了振动控制标准。采用NUBOX-6016爆破测振仪对爆破作业进行振动跟踪监测,由爆破振速监测数据的反馈对每次爆破的最大单响药量作适当调整。通过控制最大单响药量、优化爆破网络等措施有效控制了爆破振动危害,避免了施工扰民发生。     

3D soft-tissue tracking using spatial-color joint probability distribution and thin-plate spline model

Visual tracking techniques based on stereo endoscope are developed to measure tissue motion in robot-assisted minimally invasive surgery. However, accurate 3D tracking of tissue surfaces remains challenging due to complicated deformation, poor imaging conditions, specular reflections and other dynamic effects during surgery. This study employs a robust and efficient 3D tracking scheme with two independent recursive processes, namely kernel-based inter-frame motion estimation and model-based intra-frame 3D matching. In the first process, target region is represented in joint spatial-color space for robust estimation. By defining a probabilistic similarity measure, a mean-shift-based iterative algorithm is derived for location of the target region in a new image. In the second process, the thin-plate spline model is used to fit the 3D shape of tissue surfaces around the target region. An iterative algorithm based on an efficient second-order minimization technique is derived to compute optimal model parameters. The two processes can be computed in parallel. Their outputs are combined to recover 3D information about the target region. The performance of the proposed method is validated using phantom heart videos and in vivo videos acquired by the daVinci^®${\mathrm{daVinci}}^{\circledR }$ surgical robotic platform and a synthesized data set with known ground truth.     

An alternate quantum adiabatic evolution for the Deutsch–Jozsa problem

Deutsch–Jozsa algorithm has been implemented via quantum adiabatic evolutions by Das et al. (Phys Rev A 65:062310, 2002) and Wei et al. (Phys Lett A 354:271, 2006). In the latter literature, the authors have shown a modified version of the adiabatic evolution which can improve the performance of the algorithm of S. Das et al’s to constant time. In this paper, we also improve the algorithm of S. Das et al’s in a constant time but by using a different construction of adiabatic evolution, i.e., adding ancillary qubits. The algorithm in this paper provides an alternative option to potential users.     

Optimality of partial adiabatic search and its circuit model

In this paper, we first uncover a fact that a partial adiabatic quantum search with \(O(\sqrt{N/M})\) time complexity is in fact optimal, in which \(N\) is the total number of elements in an unstructured database, and \(M\) ( \(M\ge 1\) ) of them are the marked ones(one) \((N\gg M)\) . We then discuss how to implement a partial adiabatic search algorithm on the quantum circuit model. From the implementing procedure on the circuit model, we can find out that the approximating steps needed are always in the same order of the time complexity of the adiabatic algorithm.     

新媒体时代新闻众筹在中国的发展与对策

新闻众筹作为一种在全球范围内方兴未艾的众筹类型,在中国刚刚崭露头角.本文介绍了新闻众筹的概念及影响,提出了新闻众筹的发展瓶颈,最后针对新闻众筹的持续性发展提出了建议.     

微分进化算法整数编码策略实现研究

微分进化算法（DE）是模仿生物进化“优胜劣汰、适者生存”的一种随机优化算法,具有简单、快速、鲁棒性好等特点,已经得到广泛应用.通过运用微分进化算法的整数编码方法,在整数空间中求解,并在实数空间中计算解的适应度.使用测试函数对程序进行测试,证明了整数编码解对空间个体中寻优的快速性、准确性.     

振动筛板槽中液滴分散动力学的研究(Ⅰ)实验研究及理论分析

本文通过实验观察发现,液滴的破碎只有在液滴与振动筛板孔口发生碰撞时才发生.基于这个实验现象,建立了振动筛板槽内液滴破碎的新模型.把筛板孔口附近的剪应力作为破碎力,破碎速率可表示为:G(d)=C_12Af/H(?)~n_4(d/d_h)~n_5[1-(d_(cr)/d)~(2n_1+1)]~0.5n(d)液滴的凝聚可以按气体分子碰撞过程来处理.凝聚速率可以用下式表示:ω(d_1,d_2)=C_Ⅱ(d_1+d_2)~(7/3)∈~（1/3)[β_d∈~(2/3)d_1+d_2/σ(d_1+d_2）~（1/3）]~n_6n(d_1)n(d_2)