Hi Guys,
After speaking with the Pakman, I need clarification on an issue that has just come to light during an experiment with a new lens. I'm doing extensive homework, behind the scenes, before handing over the cash on a new lens. I am looking at the Sigma 18-50mm macro HSM lens and will probably ask it to do things, of which I am sure, that it was not intended to do...
, to be more specific, I will be using the 'longer' end of the zoom for super macro and the 'shorter' end for the occasional portrait of fishies... ![]()
So far I have found out that the 18-50mm 'becomes' a 27-75mm when used on a Nikon DSLR(1.5 conversion factor) and used behind a dome port. Now when used behind a flat port, this lens then becomes a 37.5-112.5mm macro zoom. Now remember that these are mathematical computations to the origional 18-50mm lens.
When the 18-50mm lens starts out, it has an angle of view 76.5 degrees at the 18mm setting.
What happens to this angle of view when it is subjected to the above mathematical computations?
A Sigma lens with constant 2.8 aperture and approx., 37mm focal length
in a normal wide zoom, before the computations, has an angle of view of approx., 55 degrees. Will this be the same, approximately, as the 18mm after computations or are there other factors that have to be taken into account?
The reason for these queries is within regard to vignetting. The lens is to be housed behind a flat port with a front 'window' of 100mm, and an overall length suitable for the maximum length of the zoomed out lens.
I was hoping that the resulting images would not show vignetting at the 18mm(37.5mm) end of the zoom??
Anyone have any clue as to what I'm talking about... ![]()
Bruce...