搜索资源列表
m-program
- matlab实现的根据本原多项式生成m序列方法-matlab implementation is based on primitive polynomial generating m-Series Method
mgene
- m序列产生源程序,很好用!输入本源多项式,可生成指定长度,指定掩码,指定相位长度的序列-m Serial Generator.
prbs-matlab
- 基于Matlab 平台根据反馈数字逻辑给出了m 序列的计算机生成源程序和m 序列的基本性质的考察代码。可根据输入的八进制 本原多项式系数生成相应的m 序列。上机结果验证了程序的正确性和有效性-Matlab-based platform based on feedback digital logic m-sequence are given computer-generated source code and the basic properties of m-sequence code vi
rs
- rs码生成程序。可选择码参数、本原多项式、误码率-RS code generator
mseries
- 生成m序列,通过输入本原多项式的系数来自动实现。-M sequence generated by the primitive polynomial coefficients input automatically.
m_sequence-genetate-AND-nature-test
- 压缩文件包含两个matlab程序,m_sequence.m是子函数,功能是根据本原多项式生成对应的m序列,m_sequence_nature.m是主函数,调用m_sequence.m生成m序列并验证m序列的特性。-Zip file contains two matlab program, m_sequence.m a subroutine, function is a polynomial to generate the corresponding m-sequence according to
m_gen
- 用来生成任意长度的m序列,需要输入初始值和本原多项式的系数-M used to generate the sequence of any length, you need to enter the initial value and the primitive polynomial coefficients
XYFuction
- 生成一系列X-Y多项式的程序,当你输入K值时,可以生成K(K-1)/2个基函数。可以直接调用-Generates a series of x-y polynomial program, when you enter K value, can generate K (K- 1)/2 basis functions.You can directly call
polynomial
- 多项式近似模型matlab 源代码,可以用于进行近似模型的生成-Matlab source code of the polynomial approximation model can be used to generate approximate model
gfdemo
- 利用本原多项式生成同余类域 并包含域的运算,含有界面编程,可以用来学习matlab GUI-Use primitive polynomial generator congruence class field and contains the domain of operation, comprising programming interface can be used to learn matlab GUI
Legendre.m
- 勒让德多项式MATLAB生成范例,matlab- The Legendre polynomial P(n,x),matlab
yesudonglianglilun
- 基于叶素动量定理对风力机叶片外形参数进行设计,考虑了叶尖损失和叶毂损失;对计算的弦长和安装角进行了多项式修正;生成数据存入excel中,为接下来的三维建模做准备;-Blade element momentum theory of wind turbine blade form factor design, taking into account the loss of tip and hub loss based the calculation of the chord length and
NSGA-III
- 测试可以跑,根据自己情况修改下函数即可. NSGA-III 首先定义一组参考点。然后随机生成含有 N 个(原文献说最好与参考点个数相同)个体的初始种群,其中 N 是种群大小。接下来,算法进行迭代直至终止条件满足。在第 t 代,算法在当前种群 Pt的基础上,通过随机选择,模拟两点交叉(Simulated Binary Crossover,SBX)和多项式变异 产生子代种群 Qt。Pt和 Qt的大小均为 N。因此,两个种群 Pt和 Qt合并会形成种群大小为 2N 的新的种群 Rt=Pt∪Qt。 为了