So, if I have 35mm, 90mm and 210mm M645 lenses, what are the focal
lengths represented by these lens in the digital APS-C cameras
(equivalency of the stardard 35mm camera)? When I tried them with my
digital camera, the 35mm was a little too short for being called a
wide angle, the 90mm lens was great, useful and powerful, but the
210mm did not appear to have the effect of a long telephoto lens. It
could just be in my mind, as I perhaps expected the 35mm and 210mm to
be a wide angle and a telephoto lens, respectively.
Thanks for the reply
I am trying to answer my own question here. Could someone confirm if
this is correct?
90mm M645 = 50mm normal 35mm = 33mm APS-C Crop factor 90/33= 2.7
Therefore 35mm M645 will be equivalent to 13mm, and 210mm M645 will be
equivalent to 78mm
The 35mm lens did not look like it has a wide angle view than, say, my
Nikkor 18-55mm lens at the 18mm zoom, though?
Yes.
You answered your own question.
Why did you steal my sausages?
--
YOP...
>Using the lens adapter almost certainly throws everything off
It depends if that lens adapter has an optical element in it or not.
Sometimes, not always, they contain a low-power negative achromat to focus
the image further back to compensate for the depth of the adapter itself,
increasing the camera lens' apparent focal-length. Not unlike a
between-body-and-lens telextender but of lower power, or a how a Barlow
lens is used for astronomical purposes. It all depends on what two
manufacturer's designs have to be mated. I have an old SLR Pentax
screw-mount to Olympus bayonet adapter that works in this manner. Quite
well too. The depth of the old Pentax screw-mount design requires a deeper
adapter with a required negative lens. Other adapters for other lens makers
do not because the Olympus design is already shallow-bodied, there's plenty
of working room to mate them without much change. If the adapter doesn't
contain an optical element in it then there'll be no change in the
calculations to find the 35mm equivalent focal-lengths for an APS-C frame
size.
So if you stick the 90mm lens on a 645 camera, because the
film is quite large, you are looking at a large area of the
image. When you put the 90mm lens on a 35mm film camera you
see a smaller amount of the image, and on an APS-C camera
you are looking at a smaller portion again. Because a
smaller amount of the image fills the sensor/film frame, you
have a smaller field of view.
The concept of "35mm equivalent" etc comes because to get
the same field of view you need a lens with a different
focal length. So when you put your 90mm lens on your 645
camera you get a certain field of view. If you put the 90mm
on a 35mm film camera you will have a smaller field of view.
If you want the same field of view that you had with the
645, you will need to mount a 50mm lens. If you want the
same field of view on an APS-C camera, you would mount a
33mm lens. So 33mm (APS-C), 50mm (35mm) and 90mm (645) can
be said to be "equivalent" because on their respective
formats they all give basically the same image.
> The 35mm lens did not look like it has a wide angle view than, say, my
> Nikkor 18-55mm lens at the 18mm zoom, though?
That's right - when you put the 35mm lens on the Nikon it is
still a 35mm lens. If you dial your 18-55 lens to the 35mm
position, it will give exactly the same image that your
35mm(645) lens gives when mounted to the Nikon.
Your 13mm figure is correct though, you are just applying it
the wrong way. When you put the 35mm lens on the 645 camera,
it will give a very wide angle view - the same as you would
get if you put a 13mm lens on your Nikon. You will only get
that wide angle of view with in on the 645 though - on the
Nikon it will be the same as any other 35mm lens on the Nikon.
--
Don't blame me - I didn't vote for Kevin Rudd or Anna Bligh!
It is the lens which has a focal length equivalent to the longest
measurement of the format in use, i.e. the diagonal. It this
follows that a 'standard' lens for 35mm will, by Pythagorus, be
about 42mm, and for 645 will be 75mm.
AP-C cell sizes vary, but assuming 23x15mm this would make a
'standard' lens about 27mm. The ratio of 35mm to AP-C is thus
about 42/27 or 1.5 which is what is generally accepted as 'about'
the magnification factor. Due to fanufacturing processes and the
way the brain 'sees' a picture, 50mm (with a magnification factor
or 50/42 or 1.2) is usually accepted as 'standard' for 35mm.
By the same token a 645 'standard' lens on an AP-C camera will be
75/27 or about 2.8, which in 35mm lens terms would be the
equivalent of about 140mm.
HTH
--
Woody
harrogate three at ntlworld dot com
The lens adapter do not have an optical element on it. The Nikon
camera's register distance is 46.6mm. The Mamiya M645 register
distance is 63.3m. So, to use a Mamiya lens on a Nikon, you do not
need an optical element, and infinity focus is not a problem here.
Regards
On May 31, 3:57 am, Doug Jewell <a...@and.maybe.ill.tell.you> wrote:
I agree
If you dial your 18-55 lens to the 35mm
> position, it will give exactly the same image that your
> 35mm(645) lens gives when mounted to the Nikon.
>
You dial 18-55 lens to the 35mm position meaning 18-55 APS-C lens?
Then this would be around 50mm normal 35mm camera, and it is not the
same as 35mm(M645)
I am getting fuzzy here again.
> Your 13mm figure is correct though, you are just applying it
> the wrong way. When you put the 35mm lens on the 645 camera,
> it will give a very wide angle view - the same as you would
> get if you put a 13mm lens on your Nikon.
I agree
You will only get
> that wide angle of view with in on the 645 though - on the
> Nikon it will be the same as any other 35mm lens on the Nikon.
I thought the 35mm(M645) would be equivalent to 13mm(APS-C)?
> What needs explaining here is what at 'standard lens is - and
> that is simple.
>
> It is the lens which has a focal length equivalent to the longest
> measurement of the format in use, i.e. the diagonal. It this
> follows that a 'standard' lens for 35mm will, by Pythagorus, be
> about 42mm, and for 645 will be 75mm.
44.4mm 70.6mm
Just in case anyone thought Pythagoras was playing up. :-)
Sorry - fogot the spel-chequer!
Let's split the difference shall we? (36^2+24^2)^0.5 = 43.2.
(60^2+45^2)^0.5=75 as I said. (This using Windows Calculator.)
Try your Pythagoras again maybe?
It seems I succumbed to one of the fundamental laws of Usenet.
> (60^2+45^2)^0.5=75 as I said. (This using Windows Calculator.)
The neg size of 645 is more like 56×41.5mm, because 120 film is based
on 2 1/4", not 60mm.
>
> Try your Pythagoras again maybe?
>
Next time I'll double check before posting. Or just try to abstain
from nitpicking. :-)
This is an excellent and succinct explanation of "crop factor".