libsensor
https://github.com/easyiot-china/libsensor
https://github.com/adafruit/DHT-sensor-library
https://github.com/pwuertz/fpga-device-server
https://github.com/ducgiang1405/Management-Power
https://github.com/hgst/dm-zoned-tools
https://github.com/berfenger/panicbutton_daemon
https://github.com/natatalex/device-manager-linux
https://github.com/MaG21/wavecom-console
https://github.com/binp-xenomai/libcandev
https://github.com/ivpi/lnvm-manager
https://github.com/ArhiChief/onvif
https://github.com/mkonnov/stm32_flash_partitions
https://github.com/raelix/Domotic-Modbus
https://github.com/petterreinholdtsen/ipmitool
https://github.com/westerndigitalcorporation/SMR-Simulator
https://github.com/linux-mobile-broadband/ModemManager
https://github.com/pmem/ndctl
https://github.com/libimobiledevice/sbmanager
https://github.com/khvzak/bluez-tools
https://github.com/aleksandrm8/ONVIF-Device-Manager
https://github.com/goodsogi/RS485DeviceManager
https://github.com/cjedic/DeviceManager
https://github.com/42ity/fty-sensor-gpio
https://github.com/FREEDM-DGI/FREEDM
https://github.com/suculent/thinx-firmware-esp8266
https://github.com/tianzhihen/Device-management
https://github.com/ms-iot/iot-core-azure-dm-client
https://github.com/01org/libdmclient
https://github.com/shinpei0208/gdev
https://github.com/opencpe/mand
libsensor的更多相关文章
随机推荐
- java 中 Stringbuff append源代码浅析
public synchronized StringBuffer append(String str) { super.append(str); return this; ...
- [NOIP2016]愤怒的小鸟 状态压缩dp
题目描述 Kiana最近沉迷于一款神奇的游戏无法自拔. 简单来说,这款游戏是在一个平面上进行的. 有一架弹弓位于(0,0)处,每次Kiana可以用它向第一象限发射一只红色的小鸟,小鸟们的飞行轨迹均为形 ...
- CenOS 定时任务,at和crontab
1.一次性定时任务,只执行一次 语法:# at [参数] [时间] at> 执行的指令 退出at命令 ctrl+d 1.1 mini安装版本可能没有预装at 安装at yum -y instal ...
- BZOJ3172:[TJOI2013]单词——题解
https://www.lydsy.com/JudgeOnline/problem.php?id=3172 某人读论文,一篇论文是由许多单词组成.但他发现一个单词会在论文中出现很多次,现在想知道每个单 ...
- HDOJ.1342 Lotto (DFS)
Lotto [从零开始DFS(0)] 点我挑战题目 从零开始DFS HDOJ.1342 Lotto [从零开始DFS(0)] - DFS思想与框架/双重DFS HDOJ.1010 Tempter of ...
- 【ST表】【模板】ST表
Definition ST表是一种用于处理静态RMQ问题(无修改区间最值问题)的最快数据结构,书写方便使用简单效率便捷.其中其预处理复杂度为O(nlogn),查询复杂度为O(1).总时间复杂度为O(n ...
- Trades FZU - 2281 (大数+贪心)
This is a very easy problem. ACMeow loves GTX1920. Now he has m RMB, but no GTX1920s. In the next n ...
- zabbix调优PPT
http://www.slideshare.net/xsbr/alexei-vladishev-zabbixperformancetuning# http://zabbixzone.com/zabbi ...
- 移动端1px边框问题
用于手机端受dpr的影响,实际开发中,PC端和移动端展示的效果不太一样,往往在PC端显示的是1px,移动端常常是偏粗一些. 解决办法: 主要是用到伪类及缩放.在需要画边框的元素上,设置一个伪类,它的伪 ...
- [LeetCode] 16. 3Sum Closest ☆☆☆
Given an array S of n integers, find three integers in S such that the sum is closest to a given num ...