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#11
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Have you read my post and what you added? Do you realise they prove me right?
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Do you know another way of describing that? That's right! The amount of your retina taken up by the image determines apparent size! Think back to what I wrote - it is ultimately the size of the image on your RETINA, not your actual angle of view, that determines apparent size. When nothing interferes with your angle of view, your eye does the focussing onto the retina, and thus your actual angle of view correlates with apparent size. But if we place a lens - such as a magnifying glass, telescope, binoculars etc - in front of the eye, your ACTUAL ANGLE OF VIEW - ie, the view out from your face - is no longer important, because your eye's field of view has effectively been replaced (or supplemented really) by that of the lens! And depending on the lens, it may have a very wide or narrow angle of view. The fundamental principle here however is the portion of an image that is being displayed on your retina. The more of an object fills your retina, the larger it will appear! Quote:
Now you might say - well whats that got to do with fov? Why isnt it just bringing the image 'closer'. Well, first of all, its about the size of an image on the retina, not how 'close' it is. Thats why we talk about angular size. For example, how big is the sun? Our brain knows its very big, but in reality, it appears no larger than the moon! Thats because the moon is much closer, and its angular size is similar! If we didn't have extra information to determin which is bigger, we could be forgiven for thinking the sun was no bigger than the moon! More importantly though, LENSES HAVE FOVS OF THEIR OWN, AND IT IS THIS FOV THAT IS IMPORTANT. In other words, the FOV OUT of the binoculars is given by the lenses in it, and this ultimately determines what portion of the world the binoculars focus on our retina. The smaller this slice of the world, the bigger individual objects appear on our retina - and thus the more they are MAGNIFIED. Last edited by irR4tiOn4L; 04-27-2012 at 01:59 PM. |
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