Dear Wolfgang Denk, Thank you for your answer. If I understood correctly the Freescale kernel development has been added to the mailline kernel tree: http://opensource.freescale.com/git?p=imx/linux-2.6-imx.git;a=summary http://git.kernel.org/?p=linux/kernel/git/torvalds/linux-2.6.git;a=tree;f=arch/arm/mach-mx3;h=8021c7efda789b8fe5ae3e896b62ae125b231958;hb=795abaf1e4e188c4171e3cd3dbb11a9fcacaf505
Is this what you meant? Can you inform me on the particular things that need to be done (or point me to the information), and what is approximately the development time needed. Thank you, Marten Lootsma On 20 December 2010 16:40, Wolfgang Denk <w...@denx.de> wrote: > Dear Marten Lootsma, > > In message <aanlktikicm5b-kwteofztwtcv8rxj1qfgfqcamcco...@mail.gmail.com> > you wrote: > > > > We have a platform with a Freescale iMX35 processor and we would like to > use > > Xenomai. We have kernel versions 2.6.28 and 2.6.31 running (customized > with > > Freescale and our own patches for hardware support). I read that support > is > > included for the iMX31 and 51 which are closely related. In the trac I > saw > > some iMX35 related commits as well. > > > > 1. What is the status of the support for iMX35? > > Normally there is not support at all available for the LTIB kernels > provided by Freescale. Xenomai focusses on support for the mainline > kernel tree. > > > 2. And if needed what is a good starting point for > implementing/contributing > > the port to iMX35? > > In the first step, support for the i.MX35 needs to be added for > mainline Linux, and pushed upstream. > > [Please feel free to contact me if you need help doing this.] > > Best regards, > > Wolfgang Denk > > -- > DENX Software Engineering GmbH, MD: Wolfgang Denk & Detlev Zundel > HRB 165235 Munich, Office: Kirchenstr.5, D-82194 Groebenzell, Germany > Phone: (+49)-8142-66989-10 Fax: (+49)-8142-66989-80 Email: w...@denx.de > "A fractal is by definition a set for which the Hausdorff Besicovitch > dimension strictly exceeds the topological dimension." > - Mandelbrot, _The Fractal Geometry of Nature_ >
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