eric2013 发表于 2023-4-22 05:07:42

又有一款基于树莓派单片机的16通道100MHz逻辑分析仪,支持sigrok的PulseView

https://github.com/dotcypress/ula

不同于之前给大家分享的树莓派单片机逻辑分析仪方案,这款分析仪直接使用sigrok现成的上位机方案PulseView。sigrok功能很强大,各种仪器设备开发都可以使用。

https://img.anfulai.cn/dz/attachment/forum/202304/22/025407bsnfcff2f6ttwvz4.png

Hp_2018 发表于 2023-4-22 10:35:16

树莓派单片机的16通道100MHz逻辑分析仪μLA Micro Logic Analyzer
作者 牛人一枚 。 源码是rust 写的 !可作为 学习 rust的 模板!

构建固件
按照 https://rustup.rs 中的说明安装 rustup
安装 Cortex-M0、M0+ 和 M1(ARMv6-M 架构)目标:rustup target add thumbv6m-none-eabi
安装 LLVM 工具:rustup component add llvm-tools-preview
安装 cargo-binutils:(注意:在某些 Linux 发行版(例如 Ubuntu)上,
您可能需要在安装 cargo-binutils 之前安装 build-essential、gcc-arm-none-eabi、libssl-dev 和 pkg-config 软件包)cargo install cargo-binutils
安装 elf2uf2:cargo install elf2uf2-rs
克隆此存储库:git clone git@github.com:dotcypress/ula.git && cd ula
按住 BOOTSEL 按钮,同时将主板连接到计算机
Flash microcontroller::cargo run --release

阿米的小粉丝 发表于 2023-4-22 12:51:01

可以可以,试了试:lol

rgzdb 发表于 2023-4-24 09:21:40

IO口直连吗?有没有外围电路。

eric2013 发表于 2023-4-24 10:09:25

rgzdb 发表于 2023-4-24 09:21
IO口直连吗?有没有外围电路。

0-3.3直连玩

jiangyou233 发表于 2023-4-28 20:31:22

为啥我的不行 那里没调对吗……

Alphaya 发表于 2023-8-21 17:52:22

为什么一run就无响应

Isaac1022 发表于 2023-8-23 04:15:37

感谢你的分享

注水西瓜 发表于 2023-9-15 11:55:36

插眼,改天试试

伊森亨特 发表于 2024-1-16 23:27:19

github里好像没有硬件电路图啊

eric2013 发表于 2024-1-17 08:55:33

伊森亨特 发表于 2024-1-16 23:27
github里好像没有硬件电路图啊

直接用的树莓派Pico板子。

shan 发表于 2024-1-22 10:37:19

阿米的小粉丝 发表于 2023-4-22 12:51
可以可以,试了试

大佬,怎么连接呀,我这

shan 发表于 2024-1-22 10:37:54

阿米的小粉丝 发表于 2023-4-22 12:51
可以可以,试了试

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
大佬怎么搞呀,我这是这个样子

庄永 发表于 2024-1-22 21:00:16

shan 发表于 2024-1-22 10:37
大佬怎么搞呀,我这是这个样子

不用试了,不稳定,我试了。而且存储深度很低
页: [1]
查看完整版本: 又有一款基于树莓派单片机的16通道100MHz逻辑分析仪,支持sigrok的PulseView