dbksda 发表于 2016-12-31 23:10:05

【原创】分享一个C#串口通讯数据绘制曲线上位机源码


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

上位机界面如上图所示;

主要功能含串口通讯,数据自动绘制曲线,保存文本数据和保存JPG格式曲线图;
数据格式为“1,2,3/r/n”,以第一位数为Y轴,第二、三位为X轴绘制曲线


dbksda 发表于 2016-12-31 23:11:38

本帖最后由 dbksda 于 2016-12-31 23:14 编辑


上位机界面如上图所示;

主要功能含串口通讯,数据自动绘制曲线,保存文本数据和保存JPG格式曲线图;
数据格式为“1,2,3/r/n”,以第一位数为Y轴,第二、三位为X轴绘制曲线


Leo121 发表于 2017-1-1 10:21:49

谢谢分享   

xiaoliumonitor 发表于 2017-1-10 19:52:34

程序本身是小程序但是作者注释清晰c#中控件命名的方法标准可见作者非常熟悉c#与arduino   用到 c#串口通讯的朋友可以借鉴   谢谢分享

wzqhby 发表于 2017-1-15 09:24:28

感谢分享,谢谢。

yu515301489 发表于 2020-9-1 12:08:45

程序很标准, 源码分享风格也很不错。:D

SFMCU2018 发表于 2020-9-23 22:27:13

不错,程序风格清晰明了

joshuahu 发表于 2020-12-10 19:23:08

程序很好,很有借鉴意义
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查看完整版本: 【原创】分享一个C#串口通讯数据绘制曲线上位机源码