Labview_Excel_Tools

本程序主要应用labview实现神经网络的功能，本程序是BP功能的实现。(The program is mainly applied labview achieve neural network function, this program is BP function.)

将数据从labview保存到电子表格中，来自NI的介绍(Labview to save data from a spreadsheet, a presentation from NI)

通过串口把读到的温度 用波形显示 针对于仪器仪表温度测量(Through the serial port to read the temperature with a waveform display for temperature measurement in instrumentation)

Labview的详细开发指南，包括：双精度数据不适于相等比较（内置函数）；顺序结构是“结构”吗？；到底什么是“节点”；XY GRAPH的输入参数形式 ；整型数据类型和内存映射；状态机的基本概念 ；状态机的基本类型顺序结构 ；状态机的基本类型之标准状态机 ；事件结构中的TIMEOUT进行数据采集合适吗 ；全局变量、移位寄存器和功能型全局变量的性能比较等。(Labview detailed development guidelines, including: double precision data is not suitable for equality comparison (built-in function) sequential structure is " structural" it? In the end what is " node" input parameters of the form XY GRAPH integer data types and memory mapping basic concept of the state machine basic types of sequential structure of the state machine basic types of state machine standard state machine event structure The TIMEOUT data collection suitable for you global variables, shift registers and functional performance comparison of global variables and so on.)

主要实现激光传感器与上位机的实时通信功能。(The main function of laser sensors for real-time communication with the host computer.)

实现VACTORcan通信，其中包括使用此通信的所有子程序(Realization of CAN communication)

说明：  Labview Call Matlab 测试Labview调用Matlab脚本(Labview Call Matlab Test Labview to call Matlab script)

说明：  labview宝典书籍的全部代码，希望有助于同学们的学习，所有代码都可以运行(Labview books all the code, I hope to help students learn, all the code can run)

说明：  LabWidow/CVI的资料不是很多,因此我长传了一份入门教程。LabWindow CVI入门的经典教程(A guide book for learing LabWindows/CVI)

基于Labview的数字滤波器与频谱分析仪 滤波器可以选择是否打开滤波器，可显示波形，可设置滤波器参数，可测量时域、频域的参数，可保存数据、图像；频谱分析仪可显示波形，可测量频域参数(Labview-based digital filter and spectrum analyzer filter can choose whether to open the filter to display the waveform, the filter parameters can be set to measure the time domain, frequency domain parameters, save the data, images spectrum analyzer display waveform, measurable frequency domain parameters)