搜索资源列表
slac-pub-2597
- documents of photonic crystals
Maximizing_bandgaps_in_two-dimensional_photonic_c
- Maximizing bandgaps in two-dimensional photonic crystals
photonic-crystals
- 光子晶体——物理和实际建模，该书中有众多由MATLAB编写的光子晶体相关程序。-Photonic crystals- modeling of the physical and practical, there are many book written by a photonic crystal MATLAB procedures.
IEEEXplore
- this my article about PhCMC filters title : "Tuneable Silicon Photonic Crystal Microcavity Filter by Using Nonuniform Structures" Abstract: A silicon photonic crystal microcavity filter is simulated and analysed using the finite differen
The-characteristics-of-the-photonic-crystals-reso
- The characteristics of the photonic crystals resonant cavity
photonic-crystals-book
- 光子晶体的一本综述,对于光子晶体,声子晶体,周期性材料研究的学者同样有用-photonic crystal
Untitled
- 哈萨克的饭卡的话费卡山大阿杜会计阿訇啥地方和大家卡号山大-photonic crystals
matlab-code
- Photonic crystals are attractive optical materials for controlling and manipulating the flow of light. One dimensional photonic crystals are already in widespread use in the form of thin-film optics with applications ranging from low and high reflect
2005_Soukoulis_parameter_retrieval
- 我们将讨论的是分配散装电磁特性，如标准的检索方法的有效性 介电常数« 和磁性permeabilitym ，从散射SSD参数的计算 有限厚度samples.S参数反演方法最近已成为人为的特征结构的超材料，这在本质上，本质上是不均匀的主要手段。而单位 超材料的细胞能够比自由空间波长小得多，仍 整个晶胞在工作频率的相位几乎所有的超材料显著变化 结构报告的日期。在这方面，超材料不严格满足的有效媒介的限制 和更接近于概念上的光子晶体。-We discuss the vali
55e3c87303f2
- 基于光子晶体的matlab的源程序，分享的，希望对大家有一定的帮助-Based on photonic crystals matlab source, sharing, and we hope to have some help
photonic-crystal-program
- Accurate bandstructure calculations are important for the design and analysis of photonic crystal devices. In this example, we will focus on how to use MODE Solutions 2.5D FDTD propagation method to calculate the bandstructure of a slab photonic crys
ELECTRICAL-CIRCUITS-a-FIELDS
- Recent advances in nanophotonic structures covering both photonic crystals (PhC) and metamaterials are reviewed. Useful properties have been obtained metal-based planar Split Ring Resonator (SRR) structures at infra-red optical frequencies and wo
Electrical-Measurements-(1)
- Three-dimensionally periodic (3D) photonic crystals that operate in the optical frequency domain have become a concrete reality – and evidence of full photonic bandgap behaviour has been demonstrated reasonably convincingly. Techniques have been
wrnvf
- 验证可用，MinkowskiMethod算法 ,计算一维光子晶体的透射特性和反射特性。- Verification is available, MinkowskiMethod algorithm, Calculated transmission characteristics and reflection characteristics of the one-dimensional photonic crystals.
0032
- 计算多重分形非趋势波动分析matlab程序,现代信号处理中谱估计在matlab中的使用，计算一维光子晶体的透射特性和反射特性。- Calculation multifractal detrended fluctuation analysis matlab program, Modern signal processing used in the spectral estimation in matlab, Calculated transmission characteristics and r
nd601
- 包含特征值与特征向量的提取、训练样本以及最后的识别，时间序列数据分析中的梅林变换工具，计算一维光子晶体的透射特性和反射特性。- Contains the eigenvalue and eigenvector extraction, the training sample, and the final recognition, Time series data analysis Mellin transform tool, Calculated transmission characteristi
md244
- 计算一维光子晶体的透射特性和反射特性，采用加权网络中节点强度和权重都是幂率分布的模型，matlab编写的元胞自动机。- Calculated transmission characteristics and reflection characteristics of the one-dimensional photonic crystals, Using weighted model nodes in the network strength and weight are power law d
frbtt
- 计算一维光子晶体的透射特性和反射特性，可以广泛的应用于数据预测及数据分析,主要是基于mtlab的程序。- Calculated transmission characteristics and reflection characteristics of the one-dimensional photonic crystals, Can be widely used in data analysis and forecast data, Mainly based on the mtlab pro
jai_hj38
- 计算一维光子晶体的透射特性和反射特性，进行波形数据分析,匹配追踪和正交匹配追踪。- Calculated transmission characteristics and reflection characteristics of the one-dimensional photonic crystals, Waveform data analysis, Matching Pursuit and orthogonal matching pursuit.
yanghing_v33
- 计算一维光子晶体的透射特性和反射特性，包括AHP，因子分析，回归分析，聚类分析，IDW距离反比加权方法。- Calculated transmission characteristics and reflection characteristics of the one-dimensional photonic crystals, Including AHP, factor analysis, regression analysis, cluster analysis, IDW inverse