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Recently I sold a camera with a round clip-on lens hood that had a rectangular front and the new owner commented that the lens hood was a real asset, he'd had not had one before with a previous camera. In particular with uncoated lenses (he said) the hood was almost mandatory.
This triggered two things with me: 1) Old prewar Leitz lenses (most notably the Elmar 50/3.5 but maybe others too) had a clip-on hood with rectangular front, now priceless and unaffordable if you can find one. 2) British photographer James Ravilious had masked his hoods (and most of the camera) with duct tape to create the rectangular hoods himself. The link points to a YouTube film of 30mins that has his wife show the gear he used.
I'm a dork when it comes to math so I'm asking here: Is there any way to calculate minimal dimensions of the hood and rectangular cut-out for a lens? I suppose one would need both angles of view at the biggest and smallest aperture to calculate this, but then what?
BTW, I'm asking for full-frame 😉 film Leica's not the M8 or other APS-C sized gear...
Thanks for any help!
This triggered two things with me: 1) Old prewar Leitz lenses (most notably the Elmar 50/3.5 but maybe others too) had a clip-on hood with rectangular front, now priceless and unaffordable if you can find one. 2) British photographer James Ravilious had masked his hoods (and most of the camera) with duct tape to create the rectangular hoods himself. The link points to a YouTube film of 30mins that has his wife show the gear he used.
I'm a dork when it comes to math so I'm asking here: Is there any way to calculate minimal dimensions of the hood and rectangular cut-out for a lens? I suppose one would need both angles of view at the biggest and smallest aperture to calculate this, but then what?
BTW, I'm asking for full-frame 😉 film Leica's not the M8 or other APS-C sized gear...
Thanks for any help!
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