资源列表
SIMCom_SIM800H_EAT_Eclipse_Installation_User-Manu
- note: 1.please follow the user guide:SIMCom_SIM800H_EAT_RVCT_Installation_User Manual_V1.01.pdf which is in foler environment_RVCT to install the environment of sim800H EAT. 2.please install the usb driver before you upgrading the firmware. 3.s
ShamirSharring
- Shamir门限算法的C++实现，依赖于NTL开源代码库-Shamir threshold algorithm C++ implementation, relies on NTL open source code base
SM2-SM3-SM4
- 国密算法SM2、SM3、SM4 C语言实现-SM2, SM3, SM4 C language implementation
gpio
- 通过使用mmap进行内存映射，可以在用户层控制gpio，这个程序是控制nanopi m1开发板上的pa7引脚，可以实现led的闪烁。-By using mmap for memory mapping, you can control gpio in the user layer, this program is to control nanopi m1 development board pa7 pin, led flashing can be achieved.
io
- nanopi m1上关于gpio驱动的程序，可以通过测试文件控制pa7上的电压值-Nanopi m1 gpio driven on the procedures, the file can be controlled by the test voltage pa7
Aspcaptcha_numbers
- 纯数字ASP随机验证码登录，VB.scr ipt环境开发-Pure ASP random verification code login, VB.scr ipt environment development. . . .
AMAD
- E-Books Document [Expand all] [Recomment to add directory] (Important) Why your files are not be used? 1.The content is too simple 2.Is not a sourcecode or document 3.lost some files 4.Descr iption is not detailed or n
8th_clock
- qt6410时钟控制源代码，裸机的运行驱动，对于学习arm开发的很有帮助- Qt6410 clock control source code, the operation of bare-driven, useful for learning arm development
WisdomPluginFramework_V1.6
- delphi轻量级插件框架，提供面向接口的非常强大灵活的插件调度能力-Delphi lightweight plug-in framework to provide a very powerful interface to the very powerful plug-in scheduling capabilities
PID-controller
- 高精度模糊PID控制器在温度控制中的应用。仅提供参考-High Precision Fuzzy PID Controller in Temperature Control. For reference purposes only
PID
- 免疫粒子群算法用于PID整定。采用线性惯性系数，自适应交叉变异方法-Immune Particle Swarm Optimization for PID tuning. Linear inertia coefficient, adaptive crossover mutation method
IMC-PID-MMSE
- 有较好的参考价值，IMC-PID是利用内模控制原理来对PID参数进行计算，最小均方误差（MMSE）的算法。-There are good reference value, IMC-PID control principle is to use the internal model to calculate the PID parameters, minimum mean square error (MMSE) algorithm.