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有偿求RT-Thread在Cotex-A的开发板的移植方案
发布于 2018-07-16 09:31:58 浏览:2907
订阅该版
RT-Thread在Cotex-A的开发板(如BeagleBone Black)的移植方案要求如下: - 1、要求移植的驱动:以太网、SD卡、USB Host、串口。 - 2、应用层:TCP/IP、FAT文件系统 - 3、整体方案最好以IAR工程形式提供,GCC也可接受。 - 4、硬件平台只要是Cortex-A CPU的开发板即可,不局限TI的CPU,Freescale的也可以。 以上,谢谢。具体费用另行商议。 QQ:42****142 (添加时麻烦备注RT-Thread)
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默认排序
按发布时间排序
bernard
2018-08-07
这家伙很懒,什么也没写!
对Cortex-A有需求啊,如果有设计公司希望深度参与RT-Thread + Cortex-A开发,可以和我们联系,我们可以提供适当的技术指导。
Bob1984
2018-07-16
这家伙很懒,什么也没写!
自己先支持自己一下:D
bear1
2018-07-16
这家伙很懒,什么也没写!
>“整体方案最好以IAR工程形式提供,GCC也可接受。” MDK的不行?why?
Bob1984
2018-07-16
这家伙很懒,什么也没写!
>MDK的不行?why? MDK不支持Coter-A系列的CPU
bear1
2018-07-16
这家伙很懒,什么也没写!
>MDK不支持Coter-A系列的CPU --- 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) A5 不是支持的吗?
bear1
2018-07-16
这家伙很懒,什么也没写!
>MDK不支持Coter-A系列的CPU --- **MDK5 Device List** This is a list of ARM Cortex-M based microcontrollers that are supported by [http://www.keil.com/dd2/Pack](Software Packs) and can be used in [http://www2.keil.com/mdk5](MDK Version 5). For maintaining existing MDK Version 4 projects, or using devices that are not yet supported by a Software Pack, please install [http://www2.keil.com/mdk5/legacysupport](Legacy Support for ARM 7/9 or Cortex-M). Refer to the [http://www.keil.com/dd](Device Database) for Legacy Support device coverage. Quick Links [list] [*][http://www.keil.com/boards2](Board List) [*][http://www.keil.com/dd2/Pack](Software Packs) [*][http://www2.keil.com/mdk5](MDK Version 5) [*][http://www2.keil.com/mdk5/legacysupport](Legacy Support) [*][http://www.keil.com/dd/feedback.asp](Feedback) [/list] [hr] [http://www.keil.com/dd2/#](ABOV) Devices20 [hr] [http://www.keil.com/dd2/#](Active-Semi) Devices4 [hr] [http://www.keil.com/dd2/#](Ambiq Micro) Devices6 [hr] [http://www.keil.com/dd2/#](Analog Devices) Devices14 [hr] [http://www.keil.com/dd2/#](ARM) Devices50 [hr] [http://www.keil.com/dd2/#](AutoChips) Devices1 [hr] [http://www.keil.com/dd2/#](GigaDevice) Devices100 [hr] [http://www.keil.com/dd2/#](HDSC) Devices22 [hr] [http://www.keil.com/dd2/#](Holtek) Devices145 [hr] [http://www.keil.com/dd2/#](Infineon) Devices170 [hr] [http://www.keil.com/dd2/#](Lapis Semiconductor) Devices2 [hr] [http://www.keil.com/dd2/#](Maxim) Devices14 [hr] [http://www.keil.com/dd2/#](MediaTek) Devices2 [hr] [http://www.keil.com/dd2/#](Microchip) Devices359 [http://www.keil.com/dd2/#](SAM C Series) Devices32 Cortex-M0+ [http://www.keil.com/dd2/#](SAM D Series) Devices60 Cortex-M0+ [http://www.keil.com/dd2/#](SAM L Series) Devices28 Cortex-M0+ [http://www.keil.com/dd2/#](SAM3 Series) Devices40 Cortex-M3 [http://www.keil.com/dd2/#](SAM4 Dualcore Series) Devices14 Cortex-M4 [http://www.keil.com/dd2/#](SAM4 Series) Devices44 Cortex-M4 [http://www.keil.com/dd2/#](SAMA5) Devices16 Cortex-A5 [http://www.keil.com/dd2/#](SAMA5D2) Devices7 [http://www.keil.com/dd2/#](SAMA5D3) Devices5 [list] [*][http://www.keil.com/dd2/microchip/atsama5d31](ATSAMA5D31) [*][http://www.keil.com/dd2/microchip/atsama5d33](ATSAMA5D33) [*][http://www.keil.com/dd2/microchip/atsama5d34](ATSAMA5D34) [*][http://www.keil.com/dd2/microchip/atsama5d35](ATSAMA5D35) [*][http://www.keil.com/dd2/microchip/atsama5d36](ATSAMA5D36) [/list] [http://www.keil.com/dd2/#](SAMA5D4) Devices4 [list] [*][http://www.keil.com/dd2/microchip/atsama5d41](ATSAMA5D41) [*][http://www.keil.com/dd2/microchip/atsama5d42](ATSAMA5D42) [*][http://www.keil.com/dd2/microchip/atsama5d43](ATSAMA5D43) [*][http://www.keil.com/dd2/microchip/atsama5d44](ATSAMA5D44) [/list]
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