搜索资源列表
FDTD_Shengzijingti
- 详细介绍了声子晶体的带隙计算和传输特性,包含声子晶体的计算源程序。内有文件注释。
erweifd2d3[1].3.1
- 计算二维光子晶体带隙的源程序,用时域有限差分方法,对研究光子晶体的同行很有帮助阿
TMMfS
- 用传输矩阵的方法来计算光子晶体带隙,matlab文件
yi
- 一维光子晶体传输矩阵法,matlab显示带隙图像。
oz
- 计算弹性波带隙结构,主要针对二维的弹性波计算z方向的带系结构
EmFDTD
- fdtd计算二维光子晶体带隙,程序较长,用起来还可以
tri-holes.rar
- 一个MIT Photonic Bands软件的二维三角晶系光学带隙的计算范例
MC34063A.rar
- MC34063是一单片双极型线性集成电路,专用于直流-直流变换器控制部分。片内包含有温度补偿带隙基准源、一个占空比周期控制振荡器、驱动器和大电流输出开关,能输出1.5A的开关电流。它能使用最少的外接元件构成开关式升压变换器、降压式变换器和电源反向器。,mc34063a
plane-wave-
- 用平面波展开法计算二维声子晶体带隙,里面附有注释,可以学习-With two-dimensional plane wave expansion method to calculate the phononic band gap, which is annotated, you can learn
ex1
- 用comsol软件和matlab计算光子晶体波导带隙,对于计算光子晶体非常好用哦-Using Comsol and matlab,it computed photonic crystal waveguide band gap, it is very useful
D3squTE
- 利用有限元法,用comsol和matlab软件计算光子晶体三维带隙-With finite element method, using comsol and matlab software to compute three-dimensional photonic crystals band gap
line-defect.tar
- MIT的MPB软件仿真线缺陷的光子晶体带隙程序-MIT MPB software simulation-line defect photonic band gap program
multem2
- 一个由希腊的物理学家开发的基于平面波展开法和多重散射法的程序,用于计算光子晶体的带隙结构和不同方向的反射,透射率。内有pdf进行详细的说明。-A new version of the program for transmission and band-structure calculations of photonic crystals
bandgap
- 带隙基准电压和电流源设计的Mathcad工作表.-Bandgap reference voltage and current source designed Mathcad worksheet.
pat7253596
- 电压带隙基准一个在模拟电路中很重的一部分,本文论述了带隙基准的一个高阶补偿方法-Bandgap reference voltage in the analog circuits in a heavy part of this paper, bandgap reference, a high-level compensation
square2dTM
- 可以得出二维正方形格子直角缺陷光子晶体的带隙-Can be drawn at right angles to two-dimensional square lattice defects of photonic crystal band-gap
MC1403
- MC1403是美国摩托罗拉公司生产的高准确度、低温漂、采用激光修正的带隙基准电压-Motorola MC1403 is produced with high accuracy, low temperature drift, the use of laser amended bandgap reference voltage
pcfbandkz
- 运用平面波展开法模拟光子晶体光纤中的带隙结构-The use of plane wave expansion method in photonic crystal fiber simulation of the band structures of
diamond3d
- 应用平面波法模拟3-D钻石型光子晶体结构的带隙分布.-Application of Plane Wave Simulation of 3-D diamond-type photonic crystal structure, the distribution of band-gap.