From: John Robinson <john.robinson@anonymous.org.uk>
To: for.poige+linux@gmail.com
Cc: linux-raid@vger.kernel.org
Subject: Re: Hi! Why having LSR's chunk size 2^n limitation?
Date: Tue, 18 Jan 2011 17:11:23 +0000 [thread overview]
Message-ID: <4D35C9BB.20908@anonymous.org.uk> (raw)
In-Reply-To: <AANLkTi=Nk_4vNH5BpHj5fMJxOaSAGjuiSD8agbACdzaQ@mail.gmail.com>
On 18/01/2011 15:59, Igor Podlesny wrote:
> I had experience of using FreeBSD's vinum (another software RAID).
> Its author, Greg Lehey, stated in vinum's manual: "... A good
> guideline for stripe size is between 256 kB and 512 kB. Avoid powers
> of 2, however: they tend to cause all superblocks to be placed on the
> first subdisk. ..."
>
> Meanwhile, with LSR we're given exactly 2^n choices, for e. g.,
> neither 768 KiB, nor 387 KiB won't go: "mdadm: invalid chunk/rounding
> value: 387".
>
> So, why... ($Subj) and how complex would it be to abolish this
> restriction? I think this could be a key to performance increase.
You're slightly confusing things. Stripe size and chunk size are
different things, but related. Stripe size = number of data discs *
chunk size. Linux software RAID does insist on a power of two chunk
size, which is almost certainly done for performance reasons, but
obviously it can't insist on a power of two stripe size, e.g. a 3-disc
RAID-0, 4-disc RAID-5 or 5-disc RAID-6 would all have 3 data discs so
the stripe size won't be a power of two.
Secondly, as far as I know all Linux filesystems are RAID-aware so know
how to distribute their superblocks and other metadata evenly across all
the discs, so they've already got any performance improvement that might
be had.
Cheers,
John.
next prev parent reply other threads:[~2011-01-18 17:11 UTC|newest]
Thread overview: 17+ messages / expand[flat|nested] mbox.gz Atom feed top
2011-01-18 15:59 Hi! Why having LSR's chunk size 2^n limitation? Igor Podlesny
2011-01-18 16:46 ` Roberto Spadim
2011-01-18 16:48 ` Roberto Spadim
2011-01-18 16:53 ` Igor Podlesny
2011-01-18 16:59 ` Roberto Spadim
2011-01-18 17:06 ` Roberto Spadim
2011-01-18 17:11 ` John Robinson [this message]
2011-01-18 17:22 ` Roberto Spadim
2011-01-18 17:23 ` Igor Podlesny
2011-01-18 18:05 ` John Robinson
2011-01-18 18:24 ` Igor Podlesny
2011-01-18 18:53 ` Roberto Spadim
2011-01-18 19:44 ` NeilBrown
2011-01-18 20:20 ` Roberto Spadim
2011-01-19 7:41 ` Igor Podlesny
2011-01-19 9:32 ` NeilBrown
2011-01-19 9:34 ` Igor Podlesny
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