Optimization of Triangulations Based on Serial Fault Data

Three-dimensional reconstructions based on serial fault data can be divided into boundary contour splicing and end contour closure. In boundary contour splicing, the Delaunay triangulation algorithm can generate long, narrow triangles or radial shapes and with end contour closure, the Delaunay triangulation based on the determination of the convex-concave vertices tends to generate long, narrow triangles and triangles whose sizes differ greatly, and in some cases failure. This paper presents a Delaunay triangulation algorithm based on the shortest distance first principle for boundary contour splicing and an improved algorithm which combines Delaunay triangulation based on the determination of convex-concave vertices with interpolation for end contour closure. The results show that the algorithms retain the original advantages of the algorithms while increasing the triangulation effectiveness and enhancing the universality of the algorithms.     

Dynamic Air-Route Adjustments——Model,Algorithm,and Sensitivity Analysis

Dynamic airspace management (DAM) is an important approach to extend limited air space resources by using them more efficiently and flexibly.This paper analyzes the use of the dynamic air-route adjustment (DARA) method as a core procedure in DAM systems.DARA method makes dynamic decisions on when and how to adjust the current air-route network with the minimum cost.This model differs from the air traffic flow management (ATFM) problem because it considers dynamic opening and closing of air-route segments instead of only arranging flights on a given air traffic network and it takes into account several new constraints,such as the shortest opening time constraint.The DARA problem is solved using a two-step heuristic algorithm.The sensitivities of important coefficients in the model are analyzed to determine proper values for these coefficients.The computational results based on practical data from the Beijing ATC region show that the two-step heuristic algorithm gives as good results as the CPLEX in less or equal time in most cases.     

FSA在海事监管中的应用(英文)

介绍综合安全评估(FSA)方法产生的背景,分析FSA评价方法的技术特征,阐述该方法在国际及中国海事机构的运用情况,提出在海事管理工作中加以应用的建议及相关具体措施,探讨该方法在提升海事风险控制实际运用过程中尚存在的问题和未来发展前景.     

南齐前期宗王政治略论

齐初统治者高帝和武帝沿袭了历史上的分封制并有所改进,他们一边重用宗王,一边又对宗王加以严密控制。推行这种宗王制度,既是出于对现实政治环境的考虑,同时也借鉴了历史上对于分封制的经验教训。     

建筑采光屋顶面积对建筑节能的影响研究

结合成都万达商业广场步行街采光顶,利用DeST软件进行全年逐时的供冷、采暖和采光能耗的分析,对不同采光顶面积下进行了能耗对比,给出了不同采光顶面积下的能耗规律和经济性角度上的最优节能面积,为以后城市综合体建设提供基础.     

不同钙质原料对干式振动料性能的影响

采用新型环保复合结合剂和引入无水化钙质材料(石灰石、白云石、消石灰等)作为CaO源原料,研究开发环保型抗水化镁钙质干式料.结果表明, 钙质原料的种类、粒度和数量对干式料性能影响很大.加入部分石灰石颗粒,采用环保型结合剂可制得具有较好物理性能的干式料,其中粒度为3～1mm和1～0mm的石灰石加入量分别为5%和30%时,试样获得了较好的综合性能,是一种理想的CaO源材料.     

高师数学学科教育课程改革之调查研究

高师数学教育改革应转变教育观念、突出师范性;加强高师数学教学与中学数学的结合;改革高师数学教育专业培养模式、更新课程内容、建立全新的课程体系;以学生发展为本,把高师课程数学知识由学术形态转变为教育形态,提高数学教育专业学生的数学素养和数学教育能力.     

高中新教材定积分概念教学中蕴涵的数学基本思想

从求曲边梯形的面积和变速直线运动的路程两个实际问题出发,抽象出定积分的概念这一教学过程。剖析了蕴涵其中的分解、化归、归纳、符号、代换等数学基本思想。     

保水剂在干热河谷水电站弃渣场植被恢复中的应用效果研究

为了实现干热河谷水电站弃渣场植被恢复,开展了弃渣场土壤保水措施研究.以膏桐和新银合欢为供试植物,对植被恢复试验小区土壤进行保水剂处理,并对其恢复效果进行监测.结果表明,弃渣场土壤采用保水剂处理,可以促进膏桐和新银合欢生长发育,提高旱季成活率.同空白对照相比,膏桐株高增长率、枝数增长率、最大叶面积增加率分别达到14.31%、17.46%和4.0%×4.76%(长×宽),平均单株重增加9.11%,叶绿素含量增加2.05%,旱季成活率为90.58%; 新银合欢株高增长率、枝数增长率、最大叶面积增加率分别达到12.80%、9.09%和5.75%×4.16%(长×宽),平均单株重增加9.62%,叶绿素含量增加2.65%,旱季成活率为89.28%.     

试论当前体育教学评价思想的转变

在新的课程标准下体育教学评价是体育教学的重点改革对象之一。本文通过访谈、观察等方法分析讨论了当前体育教学评价思想的转变,最终目的是促进学生更好地学、老师更好地教,使他们在体育与健康课程的教与学的过程中不断进步和发展。