A-simple-synovial-control-instance

simulation with wireless aplications一书的matlab程序(simulation with wireless aplications procedures matlab book)

This is a simple calculator calculate addition

说明：  MNIST手势识别数据库进行softmax回归分类，直接运行softmaxExercise.m文件即可运行。(The MNIST gesture recognition database is classified by soft Max regression and can be run directly by running the softmaxExercise. m file.)

说明：  matlab编程(matlab programming)

matlab实现的JPEG图像压缩程序 可成功运行(matlab implementation of JPEG image compression program which can be run successfully)

基于matlab的图像增强程序 进过多次滤波(Image enhancement based on the matlab program into the filter several times)

说明：  实现功能： （1）完成简单的加、减、乘、除、乘方（x^y）； （2）能够完成十进制数到二进制和16进制的转化； （3）在上述基础上能够实现存储计算的结果，并能够在后续应用中调出，同时能够实现输错了删除的功能；(Implementation function: (1) Complete simple addition, subtraction, multiplication, division and multiplication (x ^ y); (2) It can complete the conversion from decimal to binary and hexadecimal; (3) on the basis of above, the result of storage calculation can be realized, and it can be transferred in subsequent applications, and at the same time, it can achieve the function of error deletion.)

he form of the Burgers equation considered here is: du du d^2 u -- + u * -- = nu * ----- dt dx dx^2 for -1.0 < x < +1.0, and 0.0 < t. Initial conditions are u(x,0) = - sin(pi*x). Boundary conditions are u(-1,t) = u(+1,t) = 0. The viscosity parameter nu is taken to be 0.01 / pi, although this is not essential. The authors note an integral representation for the solution u(x,t), and present a better version of the formula that is amenable to approximation using Hermite quadrature. This program library does little more than evaluate the exact solution at a user-specified set of points, using the quadrature rule. Internally, the order of this quadrature rule is set to 8, but the user can easily modify this value if greater accuracy is desired.

MAterial for different components on embedded system

说明：  该算法非常适用于正系统、正切换系统等仿真(NUMERICAL SIMULATION FOR POSITIVE SYSTEMS and positive switched system)