On 2013-03-31, Sampo Syreeni wrote:
On 2012-11-07, Tommaso Perego wrote:
I was wondering how [...]
(And sorry about this *highly* belated answer. Just got my inbox below a
thousand posts, most of the kept ones being from this list. It's a bit
tricky to keep oneself from answering to the da
On 2012-11-07, Tommaso Perego wrote:
I was wondering how, knowing the diameter of a speaker octagon, using
1st or 3rd Order ambisonics, to calculate precisely the dimensions of
the sweet spot area. Any ideas?
There is no unambiguous sweet spot. Even the arbitrarily cut-off,
approximative one
On 11/09/2012 02:53 PM, Jörn Nettingsmeier wrote:
Do you have any suggestions? How differently would you do?
start with a speaker radius that is 1.5 times the speaker radius, a bit
more if the room is large enough.
DOH! Martin just prodded me off-list, of course this should have read "a
spe
On 11/09/2012 01:05 AM, Tommaso Perego wrote:
I'm a bit concerned now, as I would not know for sure if eight
speakers and 3rd Order could provide quite accurately a soundfield
for an area of 5x5 meters.
accurately as in "don't lose any sleep over selling full-price tickets",
yes.
Accordingl
--
>
> Message: 1
> Date: Wed, 7 Nov 2012 10:51:50 -0700
> From: Martin Leese
> Subject: Re: [Sursound] Sweet spot precise measurement
> To: sursound@music.vt.edu
> Message-ID:
>
> Content-Type: text/plain; charset=ISO-8859-1
>
> Tommaso Perego wr
On Wed, Nov 07, 2012 at 07:08:59PM +0100, Jörn Nettingsmeier wrote:
> On 11/07/2012 10:04 AM, Tommaso Perego wrote:
> >I was wondering how, knowing the diameter of a speaker octagon,
> >using 1st or 3rd Order ambisonics, to calculate precisely the dimensions of
> >the sweet spot area.
> the st
On 11/07/2012 10:04 AM, Tommaso Perego wrote:
Dear all,
I was wondering how, knowing the diameter of a speaker octagon,
using 1st or 3rd Order ambisonics, to calculate precisely the dimensions of
the sweet spot area.
Any ideas?
Many thanks
the strict sweet spot is only a function of order an
Tommaso Perego wrote:
> Dear all,
> I was wondering how, knowing the diameter of a speaker octagon,
> using 1st or 3rd Order ambisonics, to calculate precisely the dimensions of
> the sweet spot area.
> Any ideas?
If you want to make calculations of area then
your first problem will be defining p
