-
西格玛
Sigma-Delta ADC 设计问题集,阐述了工业adc的原理及设计注意事项-Sigma-Delta ADC design problem sets, expounded the principles of industrial adc and Design Considerations
- 2023-01-31 20:15:03下载
- 积分:1
-
嵌入式开发技术协议中的总线协议之CAN总线,很全面的介绍了CAN总线协议到应用。...
嵌入式开发技术协议中的总线协议之CAN总线,很全面的介绍了CAN总线协议到应用。-Embedded development technology agreements in the bus protocol of the CAN bus, it is a comprehensive introduction to the CAN bus protocol to the application.
- 2022-11-03 12:10:04下载
- 积分:1
-
Bluetooth and Infrared and USB technical documentation, Bluetooth and Infrared a...
ZIGBEE技术文档,ZIGBEE是下一代无线通信技术-Bluetooth and Infrared and USB technical documentation, Bluetooth and Infrared and USB is the next generation of wireless communication technology
- 2022-08-24 02:42:38下载
- 积分:1
-
国际洲际酒店 FIDELIO前台酒店系统信息培训教程
国际洲际酒店 FIDELIO前台酒店系统信息培训教程-InterContinental Hotels International FIDELIO front hotel system information training course
- 2023-04-02 13:00:03下载
- 积分:1
-
verilog hdl count24
verilog hdl count24 verilog hdl count24 -verilog hdl count24
- 2022-06-12 21:22:44下载
- 积分:1
-
网站的学士结构
bs结构的一个网站的主函数,他的主要功能是增删该插文件信息-bs structure of a website
- 2022-11-17 20:35:07下载
- 积分:1
-
Chinese version of the ERP system, the detailed design of the report, in the hop...
中文版的ERP系统的详细设计报告,希望对大家有用-Chinese version of the ERP system, the detailed design of the report, in the hope that useful to everybody
- 2022-01-26 02:46:40下载
- 积分:1
-
浅显易懂的kalman入门教程,绝对让你在1个小时之内明白其基本原理...
浅显易懂的kalman入门教程,绝对让你在1个小时之内明白其基本原理-Easy to understand the kalman Tutorial definitely let you in one hours of understand the basic principles of
- 2022-05-07 04:02:03下载
- 积分:1
-
我把以前写的 C# 版的Rose 共享出来供别人学习参考。很具有学习参考价值主要涉及 GDI+ ,软件架构,和界面。对初学者很有帮助。...
我把以前写的 C# 版的Rose 共享出来供别人学习参考。很具有学习参考价值主要涉及 GDI+ ,软件架构,和界面。对初学者很有帮助。-I used to write the C# version of the Rose share them out for others to learn reference. It is very useful to study mainly involved GDI, software structure and interface. Helpful for beginners.
- 2023-01-01 16:50:12下载
- 积分:1
-
堆(堆)是第三种类型的树结构。积累是一个二叉树,…
Heap(堆)是第三种树结构。累加是一种二叉树,它关于子树节点的值比其父节点的值小。积累是树根的最大价值保证。这被称为反应堆性能堆中的最高性能。子树的累加可以放在左边的时候,左边的子树也可以放在右边的时候,右边的子树也可以,所以子树的性质大致有两种。
- 2022-03-21 22:15:41下载
- 积分:1