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planar graph相关的网络例句

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与 planar graph 相关的网络例句 [注:此内容来源于网络,仅供参考]

Therefore, the EL spectra of (Znq_2)_4 is wider than that of Znq_2. 4._2 was synthesized. The analysis of molecular spatial structure and the characterization of material performance of_2 and Liq showed that two Liq molecules and two Naq molecules were connected by Na-O-Na bond bridges to form_2. Compared with Liq,_2 exhibits stronger rigidity in planar molecular structure, larger steric hindrance and intermolecular distance, and much smaller molecular polarity, thus resulting in much longer fluorescence lifetime, much higher fluorescence quantum efficiency, wider energy bandgap and better film formability. When used as light-emitting layer in OLED,_2 shows lower formation probability of excited dimmer and exciplex formation than Liq, thus emits bluer light with higher current efficiency than Liq. When_2 ultrathin film is used as electron injection layer in OLED, it exhibits higher current density, higher luminance, lower turn-on voltage and higher current efficiency than Liq ultrathin film for the existence of sodium ions in_2 ultrathin film. 5. The summarization the relationship between molecular spatial structure and material performance of Alq_3,(Znq_2) and Liq, lead the conclusion that the molecular spatial structure of Mq_n affects its material performance in such aspects as the rigidity of planar molecular structure, intermolecular interaction, molecule stacking mode and intermolecular distance.

制备了_2,通过对_2和Liq的分子空间结构与性能进行分析与讨论,发现_2是通过两个Na-O-Na键桥将两个Liq和两个Naq连接构成的,其分子平面结构的刚性程度强于Liq,空间位阻大于Liq,分子之间的距离大于Liq,分子极性远远小于Liq;_2的荧光寿命长于Liq,荧光量子效率高于Liq,成膜性优于Liq;_2的禁带宽度比Liq大,光致发光光谱中_2的最大发射峰较Liq发生蓝移;当_2在OLED中作为发光层时,激发二聚体与激基复合物的生成几率远远小于Liq,发的光比Liq更蓝,电流效率大于Liq;_2超薄膜中有Na离子的存在,与Liq超薄膜相比,当其在OLED中作为电子注入层时,具有更大的电流密度,更高的发光强度,更低的阈值电压和更高的电流效率 5、对上述Alq_3、Znq_2和Liq的分子空间结构与材料性能之间的关系进行了归纳总结,认为Mq_n的分子空间结构主要在分子平面结构的刚性程度,相邻分子之间的相互作用,分子堆叠的方式和分子之间的距离这四个方面影响其性能。

Through the comparison and analysis of four examples,this paper draws the common methods,procedures and thinking paths of using the definite integral in the calculation of the area of some planar graph s and the static pressure of the liquid.

通过4个例题的对比分析,得出定积分在计算一些平面图形面积和液体静压力的一般方法、步骤以及思考路径。

Yap proved that the planar graph with maximum degree △≥ 13 is equitably m—colorable for any m ≥△.

Yap和Zhang[10]证明了:最大度Δ≥13的任意平面图G,对任意整数m≥Δ,都存在均匀m-染色。

Using planar graph to express the three-dimensional objects, or a projection map to express the three-dimensional objects, must be consistent with the projection theory of descriptive geometry.

用平面图形来表达三维立体实物,或用一个投影图来表达三维立体实物,必须符合画法几何的投影理论要求。

Planar graphs also play an important role in colouring problems;to motivate such problems,let us return to our"road-map"graph,and let us suppose that Shell,Esso,B.

平面图在着色问题中还起着重要的作用;为了生动地说明这一问题,让我们回到路线图,并假定Shell、Esso、B。

This is a series of 5 papers about planar graph theory and several methods for theoritically attaching the four color problem have keen provided.

四色问题是与数论中的Fer—。t猜想,函数论中的Rk——。假设相提并论的数学难题。1976年,K。

Compared with traditional DEM or TIN based methods, this pure vector approach obtains not only the topological structure of drainage system in planar graph, but also the valley distribution polygon range. Depending on geometrical computation and judgment of vector line, polygon, the structured properties in drainage representation is enhanced, avoiding the case of noise disturbance in DEM based method. The core algorithm makes use of the ability of Delaunay triangulation in detecting hierarchical structure of each contour line.

中文摘要:基于Delaunay三角网模型在矢量等高线基础上通过弯曲特征分析,给出了一种地形结构特征提取及谷地树组织的方法,与传统的基于DEM或TIN数据结构提取地形特征的方法相比,该方法不仅得到了谷地系统在平面图上的拓扑结构,还获得了河谷在空间分布上的汇水范围,依托矢量线、多边形的几何关系判断,增强了谷地树组织中的结构化,避免了DEM方法中的噪音干扰,方法的核心是Delaunay三角网在单根等高线弯曲深度表达上的层次结构识别。

In the same way, a Four-coloring of a maximal planar graph of 25 order G(subscript M25), is obtained with "simplified method of reduction of order".

利用"简化降阶法"对一个一定拓扑结构的12阶最大平面图G(下标 M12)进行着色,得到G(下标 M12)的四色着色方案;以同样的方法对一个一定拓扑结构的25阶最大平面图G(下标 M25)进行着色,得到了G(下标 M25)的四色着色方案。

Most of the two-dimensional models that manage topology are based on the planar graph theory.

大多数操作拓扑结构的二维模型都是基于平面理论的。

Some sufficient conditions for a planar graph to be class 1 are obtained through these bounds of edge number.

给出了平面图为第一类图的边数的一些上界,并给出了平面图为第一类图的一些充分条件。

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I knew nor shyness nor fear, my life was boisterous.

我不懂得羞怯和惧怕,我的