Hey Bruno,
I really appreciate your help on this.    Unfortunately I am not finding 
where Hugin will calculate the distance to the projection plane.  
I am sorry I have to ask for your assistance again...but how/where do I get 
Hugin to calculate the distance to the anchor image projection plane.
Thanks again,
Sean
On Friday, April 16, 2021 at 1:43:59 AM UTC-5 [email protected] wrote:

> You divide the relative coordinates (in inches) by the distance (in 
> inches) of the 'anchor' image from the projection plane - this gives TrX 
> etc. values which are unitless.
>
> If you don't know the distance to the projection plane, then Hugin can 
> calculate it for you. Estimate the distance and divide the coordinates as 
> above, then optimise just the TrZ values of all photos in the project.
>
> -- 
> Bruno
>
>
> On 15 April 2021 22:48:47 BST, SRM wrote:
> >It does make sense. I've been doing just that and am getting close to 
> what 
> >I want to see, but I'd like to be a bit more precise with respect to this 
> >variable. Is there some way I can use the real word physical
> >measurements 
> >I do know to calculate the correct offsets to apply to TrX and TrZ for
> >the 
> >1unit sphere projection? Specifically I have a secondary camera who's 
> >entrance pupil was physically located at -3.6" in the TrX direction and
> >
> >+1.6" in the TrZ direction with a Yaw of 48.9 relative to the primary 
> >camera who's corresponding location and yaw are zero. Isn't there some 
> sort 
> >of formula I can apply to get an accurate TrX and TrZ value that applies 
> to 
> >the 1 Unit Sphere? Perhaps the horizontal view angle of all the cameras 
> >(49.95 deg) would be a pertinent variable in such an equation?
>

-- 
A list of frequently asked questions is available at: 
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