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Nikon 400mm 3.5 or 500mm f4 P On Canon DSLR?


jack_nordine

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<p>I am considering the purchase of either a Nikon 400mm 3.5 or a Nikon 500mm f4 P lens. I would be using the lens on my Canon 6D and Canon crop cameras. I understand I would lose AF, and I plan to use the lens in manual mode. Just looking for feedback from anyone who has used either (or both) of these lenses on a Canon body. Before purchasing, I’m curious if there are any potential issues with either lens when used on a Canon, or if for some reason, one would be preferable to the other. Any feedback would be appreciated.</p>
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<p>Focusing is easy enough (though the reasons autofocus won out for birds on the wing will quickly become obvious) on the 6D, and I've used MF lenses even on my old 20D APS-C camera with only a little more difficulty.<br>

I'd advise against focus-confirmation chips glued on to the adapters for reasons I've often stated (<a href="/canon-eos-digital-camera-forum/00Jb4x">link</a>). In my opinion, even when they don't damage your camera they really aren't better than the old Mark 1 eyeball for someone who knows how to focus manually (there's an art to it, tutorials are available on-line).</p>

<p>It's great fun for me to shoot old Nikkors on my Canon EOS cameras. In fact, a large collection of non-AI lenses that could not <em>then</em> be easily used on digital Nikons was the reason I went to Canon some ten years ago.</p>

<p>However, MF, stop-down lenses are just that. They are best for deliberate work (architecture, landscape, macro), not things like wildlife or action photography. There are excellent reasons sports and wildlife shooters adopted modern automatic cameras and lenses for their work almost immediately as they became available.</p>

<p> </p><div>00cUGW-546773484.jpg.ccacd0885234067a9adf68f85790f3d6.jpg</div>

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<p>JDM, I totally agree with you about the focus confirmation chips. I have about 10 various adapters and all are non chip. My reasoning is I trust my eyes more than I trust the chip. I do own a Canon 400mm 5.6 and it's great for sports. However, there's times when I need a faster (and or longer lens) for such situations as you mentioned above. And the Nikon 400mm 3.5 & Nikon 500mm f4 P are reportedly are excellent with 1.4 converters. Hopefully there's someone out there who has tried one of these lenses on a Canon body.<br>

Hey, love the photo of the 500mm mirror with the 2X. How were the results with that combo?</p>

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<p>I couldn't lay my hands on one with the Reflex-Nikkor, but here is a picture taken with the same converter on a Nikon F-mount Sigma Mirror 600mm and on a Canon 20D for an "equivalent" focal length of 1920mm (=600mm X 2 X 1.6). The inset shows the view from the same spot with a 40mm lens.</p>

<p><img 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<div>00cUIR-546781784.jpg.9ced66052ab5321dee20b5fabf95dc55.jpg</div>

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<blockquote>

<p>I do own a Canon 400mm 5.6 and it's great for sports.</p>

</blockquote>

<p>Buy a used Canon 7D, then you'll have a 640mm f/5.6 lens with better AF than your 6D. You can also forget adapters and extenders and also have a back up DSLR thrown in for free. I would much rather do that than clart around with old manual focus lenses and adapters. It'll probably be cheaper too.</p>

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<p>Jamie, the crop camera I sometimes use with the 400mm 5.6 is the t3i. The 7D certainly would provide me with much better AF, but right now, AF isn't the issue. I'd like something longer and faster with excellent IQ. I know either version of the Canon 500mm f4 will provide me with what I need, but I can't afford it. And I'm not really impressed with my 400mm 5.6 with a 1.4 extender. It's possible that there aren't many people who have used these Nikons on a Canon body?<br>

JDM, it's incredible that a mirror lens with a 2X converter could resolve so well!</p>

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<p>I have read both of your threads, and although I have no experience with the two lenses you are considering I will add a few thoughts.</p>

<p>Stay away from the Tamron 150-600, or any slow superzoom, your 400/5.6 with 1.4x would only be better, even if it is limited to manual focus.</p>

<p>The Nikon users have confirmed my suspicions that the relatively newer 500/4 P is in fact superior to the 400/3.5, especially with respect to CA. However, you can get quite a deal on the 400/3.5 currently at keh.com and it is still a very good lens.</p>

<p>If you can handle the budget of about $2000 USD for a Nikon 500/4 P I would also consider the usually bit more expensive, Nikon 600/4 AIS, unless of course it is simply too big and heavy. Also in this same range of price and weight is the Nikon 400/2.8 AIS.</p>

<p>It is the Nikon 400/2.8 AIS that I use on my Canon 5D II when I prefer image quality over the autofocus of my EF 300/4 L and EF 1.4x. The 300/4 L has virtually no CA. The 400/2.8 has a small amount of CA which is readily eliminated in Photoshop but it is significantly sharper than the 300/4 L 1.4x combo. When I used the 400/2.8 on Nikon crop DSLRs I used it with both the Nikon TC-14E II (AF 1.4x converter) and Nikon TC-14B (manual focus 1.4x converter). I now use the 400/2.8 with EF 1.4x and see absolutely no difference in quality from the Nikon ones.</p>

<p>I have also been extremely pleased with the EF 2x and 400/2.8 on the 5D II. The advantage of using Canon EF converters is that they will also work with your Canon EF lenses. When using EF converters with Nikon lenses you have to isolate the converter from the EOS body electrical contacts. I avoid residue from tape by simply placing a small piece of paper between the EF converter contacts and the EOS body contacts. This fools the camera allowing you to take pictures. This only applies when using Canon converters.</p>

<p>Other options to at least consider in the $2000-3000 USD range are the used Canon EF 300/2.8 L and if you are patient you can even get yourself a used Nikon 300/2.8 AF-I or AF-S and Nikon 24 MP crop body for a total under $2500 USD, which gets you AF as well.</p>

<p>Another possible option out there are the Canon FD 300/2.8 L, FD 400/2.8 L, or FD 500/4.5 L with EdMika FD-EOS conversions. I have seen deals on these lenses which can make them worth considering over the Nikon counterparts.</p>

<p>I use several Nikon lenses on my 5D II and a good reference for Nikon lenses is given by Bjorn Rorslett at: <a href="http://www.naturfotograf.com/index2.html">http://www.naturfotograf.com/index2.html</a> This is not a direct link, select "lenses" in the left hand column.</p>

<p>Good places to look for used lenses are bhphotovideo.com, adorama.com and keh.com. I have purchased from all of these and have been extremely happy with products/services of each. Also great success with the auction site and classified ads sites.</p><div>00cUfX-546854984.jpg.8fdebdcfd8860cd4552d24d4259916e8.jpg</div>

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<p>Great stuff John! Its good to hear from someone who has used Nikon long lenses on Canon bodies. Thanks for the breakdown on the lenses. Yes, I've thought about an EF lens, with the Ed Mika product. I'll check into it a little more before I decide.</p>
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<p>Good suggestion John. If I did get a 400mm, it would have to work GREAT with a 1.4 converter or extender. And the samples I've seen from the DO with an extender just haven't impressed me. Also, the 400mm DO carries a high price. Right now the new ones are over $6000, and used ones in excellent condition start at about $4000. If I was going to spend between $4K and $6K, I'd purchase a used Canon 500mm f4, version one.</p>

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