搜索资源列表
paper028
- IMAGE PROCESSING BASED CALIBRATION OF HIGH PRECISION LASER PROJECTION SYSTEMS
laserMatlab
- 用基于 Matlab 的小容量 FFT (比如 256×256)程序，将取样窗口划分为 若干个全等的小矩形,对每个小矩形内离散点的复振幅作 FFT 变换,然后将所有变 换结果叠加，再乘以复数相位因子,相当于对整个物面上点进行菲涅耳衍射计算， 利用这种方法可以迅速的实现高精度的轴对称傍轴光学系统中的激光衍射计算-With a small volume based on Matlab FFT (eg 256 × 256) procedure to sample window div
ecthod
- 一种高精度单点激光三角测距方法A high-precision single-point laser triangulation measurement method-A high-precision single-point laser triangulation measurement method
t6u3vw.ZIP
- 大功率脉冲激光光斑面积的实时控制系统High power pulse laser facula area real time control system-High power pulse laser facula area real time control system
Resonator-Design-
- 固体谐振腔基模光斑半径,包含两镜腔，三镜腔，四境腔，五境腔，六镜腔-The design considerations of high average power solid-state lasers including material properties, rod and slab geometries, laser reflectors and optical resonators ete are discussed in detail.
CNLSE
- 用分步法 计算 耦合非线性薛定谔方程 主要用于高功率锁模增益光纤激光器的数字模拟 模拟步骤 分四步： 光纤损耗传输 色散 非线性 增益 finding 是主程序， 其它是函数-Digital-to-analog simulation steps coupled nonlinear Schrö dinger equation is mainly used for high-power mode-locked gain fiber laser with a fraction
Chahine-inverse
- 光散射法粒度测试涉及到粒度反演技术. 随着反演粒级数的增加, 通常的粒度反演法将 出现严重的振荡. 文章将Chahine迭代算法与平滑滤波技术相结合解决了高反演粒级数下数值解 的振荡, 在不改变激光粒度仪的原有结构情况下, 就可明显提高仪器的精度和分辨能力.-Light scattering particle size test relates to the granularity inversion technique. With increased the inversion gra
fiberlaser_one
- matlab 端面抽运高功率双包层光纤激光器数值仿真，利用bvp4c（）解两点边值问题。-matlab end-pumped high power double-clad fiber laser numerical simulation using bvp4c () BVP for the solution.
fiberlaser_two
- matlab,多点侧面抽运高功率双包层光纤激光器数值仿真。-matlab, multi-point side-pumped high power double-clad fiber laser numerical simulation.
High-power-fiber-laser-simulation
- 对高功率双包层光纤激光器的功率传输和反转粒子分布进行仿真-The power transmission and inversion particle distribution of high power double-clad fiber lasers are simulated
光纤激光导模
- 光纤激光高阶导模，可以算前9个模式的振幅，光强和相位分布(Fiber laser high order guided mode It can calculate the amplitude, intensity and phase distribution of the formal 9 modes.)