Well, if you trust 1/focal_length rule and assume 1mm circle of confusion,
you can yield a first order approximation using elementary physics:

V = focal_length * angular velocity
t = 1/focal_length (equivalent in second);
d = x (I would assume 1mm at film base);

Using V = d/t, this gives a hand-held angular velocity of 1 rad/sec (or
1/2pi Hz).  You can also verify that this is focal length independent.

I hope this helps,

Gary
----- Original Message ----- 
From: "Willem-Jan Markerink" <[EMAIL PROTECTED]>
To: <[email protected]>
Sent: Thursday, April 07, 2005 7:19 PM
Subject: Re: Not really EOS-related, but your help will be appreciated


> On 7 Apr 2005 at 8:26, Alex Z wrote:
>
> > I'm sorry posting OT issue, but so far wasn't able to obtain the info
> > from other sources, perhaps you guys may be willing to help me out. I
> > need a statistical technical data on camera hand-holding vibrations,
> > i.e. typical frequencies, angle amplitudes, angular velocities or
> > accelerations involved. Statistical data (i.e. actually measured) is
> > most desired, however based theoretical evaluations may also come
> > handy. This is required for my B.Sc.EE project (a kind of image
> > stabilization technology, isn't based on current implementations).
> > I've spet lots of time in the net searching for this kind of stuff,
> > put lots of strain on my eyes, nothing so far. Would be grateful if
> > someone could direct me to the links where such data can be obtained
> > from.
> >
> > Thanks in advance, Alex
>
> I can only vaguely remember that Bob Atkins once did some testing,
> but mostly tripod-typical vibrations....at least in photo-context
> that is probably the most elaborate field work done, or at least
> present on the Net....but far from any formula's.
>
>
>
> -- 
> Bye,
>
> Willem-Jan Markerink
>
>       The desire to understand
> is sometimes far less intelligent than
>      the inability to understand
>
*
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