Sierpinski
英
美
网络 谢尔宾斯基; 希尔宾斯基; 谢宾斯基; 宾斯基; 谢尔品斯基
双语例句
- A class of whitney sets on the generalized sierpinski carpets
广义的Sierpinski地毯上的一类Whitney临界集 - Hausdorff Dimension of Subsets of Sierpinski Carpet with Linear Structure
具有线性结构的Sierpinski毯子集的Hausdorff维数 - MOM Analysis of Sierpinski Fractal Antennas
Sierpinski分形天线的矩量法分析 - The traditional computer algorithm for drawing Sierpinski sponge in fractal graphics is analyzed.
本研究的方法对其他三维空间分形图的绘制也有一定的参考作用。 - Complex network properties of Sierpinski carpet
谢尔宾斯基地毯的复杂网络特征研究 - The effective conductivities for many two dimensional porous systems are calculated by polynomial approximation, Fourier expansion using elimination procedure and iterative approach of Fourier expansion Critical exponents for the dc conductivity of Sierpinski carpets are also calculated by an improved iterative approach.
我们用幂级数展开法、Fourier级数展开高斯消去法和Fourier级数展开迭代法计算了许多二维多孔媒质的有效电导率，并采用改进的迭代法计算了Sierpinski地毯的直流电导率的临界指数。 - The Fraunhofer diffraction phenomenon on the complementary structure of Sierpinski carpet grating is discussed on the basis of Fresnel-Kirchhoff theory and Fourier analytical method.
利用菲涅耳-基尔霍夫光栅衍射原理和傅里叶分析方法，对具有分形结构互补Sierpinski地毯光栅的夫琅和费衍射现象进行了探讨。 - Research on ameliorative algorithm of sierpinski sponge in fractal graphics
分形几何中Sierpinski海绵改进算法的研究 - Sierpinski fractal dimension was introduced to the quantitative analysis of wear particle image for the first time.
首次将Sierpinski分形维数引入磨粒图像的定量分析。 - Using the bond-moving renormalization-group method, the phase transitions and critical properties of S~ 4 system on Sierpinski carpet are investigated, and its recursion relations and fixed points are obtained.
利用键移重整化群的方法，研究了Sierpinski地毯上S~4系统的相变和临界性质，得出了系统的递推关系和临界点。 - Sierpinski microstrip antenna is paid attention widely owing to its simple arts and crafts.
Sierpinski分形贴片天线由于制作工艺简洁、便于与系统集成而受到人们广泛的关注。 - Our results are in good agreement with the numerical simulation reported by Tong on Sierpinski honeycomb network.
本文的结果和Tong等对Sierpinski蜂巢网络的数值模拟是一致的。 - The experiment discusses the multiband essence of Sierpinski carpet fractal microstrip antenna.
最后实验探讨了Sierpinski毯式分形微带天线的多频工作本质。 - A connected set is constructed on the special fractal set ( generalized Sierpinski rug), and whose Hausdorff dimension is ln10/ ln9; then a differential function is constructed on the connected set to prove that the connected set is a Whitney's critical set.
在特殊的分形集（广义的Sierpinski地毯）上构造一个Hausdorff维数为ln10/ln9连通集合，然后在该连通集合上构造一个可微函数，利用该函数证明了该连通集合是一个Whitney临界集。 - Finally, the Sierpinski monopole is simulated by method of moment and wire-grid model with its multiband behavior verified.
本文最后用矩量法和线网模型对Sierpinski单极子进行了仿真，验证了其多波段特性。 - Taking the Sierpinski gasket as an example, the paper studied the problem of Fractal set that is not Whitney ′ s critical set could contain Whitney ′ s critical set.
以Sierpinski垫为例，进一步研究了不是Whitney临界集的分形集可以包含Whitney临界集的问题。 - To reduce its size, a quasi Sierpinski fractal slot is applied on the patch, and the resonant frequency is reduced to 287 MHz.
一方面，通过在贴片表面加载变形的Sierpinski分形槽，使天线的谐振频率降低了287MHz，实现了贴片尺寸的缩减； - In this paper, a new complex network model based on diffusion aggregation with next-nearest neighbor growth mechanism in Sierpinski carpet is proposed.
本文提出了谢尔宾斯基地毯中一种基于次近邻扩散聚集生长的复杂网络模型生成法则。 - The problem of calculating the exact Hausdorff measure for general Sierpinski gasket is discussed in this paper.
讨论了泛Sierpinski垫片的精确Hausdorff测度计算问题。 - In this paper, it is introduced that applications of The Geometer's Sketchpad in the Fractal geomety, two typical instances are given to the way how to design Koch Curve and Sierpinski Triangle.
本文简要介绍了“几何画板”在分形几何中的应用情况，给出运用“几何画板”制作分形图的两个典型例子Koch曲线和Sierpinski三角形的作法。 - Subdivisional analytical method of a kind of sierpinski carpet and the exact hausdorff measure value
一类Sierpinski地毯的分细分析方法和其Hausdorff测度准确值 - The construction regulations of Sierpinski triangle and its formation realized by Delphi language are presented in the paper.
介绍了Sierpinski三角形的构造规则，并且用Delphi语言程序实现了Sierpinski三角形的生成。 - In this paper, the applications of Koch fractal, tree-like fractal, Minkowski fractal and Sierpinski fractal in antennas are studied.
本文主要研究了Koch分形、Minkowski分形、树状分形和Sierpinski分形在天线中的应用。 - Koch fractal wire antennas, Sierpinski fractal wire antennas and Minkowski fractal loops have been specifically analyzed to show their advantage in miniaturization of antenna and the design of multi-band antenna.
具体分析了Koch分形天线、Sierpinski分形天线及Minkowski分形环天线在天线小型化及多频带天线设计方面的特有优势。 - After the percolation phase of the extended random Sierpinski carpet has been studied a series of results about the phase transition of the extended random Sierpinski carpet are proved. The Hausdorff dimension of the extended random Sierpinski carpet is given.
研究了广义随机Sierpinski地毯的渗流相位，证明了广义随机Sierpinski地毯向渗流相位跃迁的一系列结果，并给出了广义随机Sierpinski地毯的Hausdorf维数。 - Sierpinski gasket is one of the classic fractals with strick self-similar property.
Sierpinski垫片是具有严格自相似性的经典分形集之一。 - We construct two different kinds of Sierpinski carpets by means of Mapping Dilation Method, and apply Monte Carlo method to study Diffusion Limited Aggregation ( DLA) growth in two different kinds of Sierpinski carpets.
采用映射膨胀法构造两种不同的Sierpinski地毯，运用MonteCarlo方法研究两种Sierpinski地毯中的有限扩散凝聚（DLA）生长。 - Based on a classical fractal surface similar to Sierpinski carpet the authors have successfully constructed a series of surfaces with different size distribution of cavities.
文中从类似Sierpinski地毯的经典分形表面出发，成功构造了凹坑以不同尺度分布的表面。 - The dimensional properties of Brownian motion on the Sierpinski gasket
SierpinskiGasket上布朗运动的维数性质 - In Sierpinski of second-order patch square mat antenna on the slot, change its surface current flow, high frequency end characteristics of change, reduce the high frequency end center frequency, thus obtains a UHF band and microwave section based on the parting antenna.
在Sierpinski方形垫天线的二阶贴片上进行开槽，改变其表面电流流动，对高频端特性进行改变，降低高频端中心频率，从而得到一种基于UHF频段及微波段的分型天线。