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Is the 35 f2 really THAT bad in the corners?


catcher

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<p>I picked up a used 35mm f2 lens in good shape--clean glass. I'd read about the loud auto focus (yes, Virginia, there is a wasps next inside your 35mm lens), so no surprise. I'd also read that, while center sharpness is pretty good throughout the aperture range, corner sharpness improved with stopping down. That in and of itself is no surprise. But, boy howdy--the corners on my lens at f2-4 are <em>really </em>bad. I'd like some feedback from those of you familiar with this lens. Is this normal? Or might there be something wrong with my copy?</p>

<p>I've attached a .jpeg of some 100% crops of the lens in the corner from f2-f16. I also included for comparison my 24-105 @35 f4, and my (for experimental purposes only) 28-90 4-5.6 @ 28 f4 for comparison. The jpegs were processed in photoshop--no sharpening or noise reduction applied. The tests were run on a tripod with flash, manual focus utilizing a viewfinder magnifier. So I don't think user error is any issue here. </p>

<p>By the way, though I didn't include any center pics, center sharpness on my copy seems fine.</p>

<p><img 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<p>Thanks guys. I suppose it should have been obvious to check ALL the corners. As it turns out, the left side of the frame (the above shots are from the top left corner) is noticeably worse than the center and right side of the frame. Even at f11, while the left side is much improved, it is still noticeably softer than the right. So, looks like my copy is problematic. Thanks again.</p>
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<p>You may have better luck w/ another copy, but frankly, any copy used may have similar problems. OTOH, now that you know what to look for, it'll be easier to see (right away). </p>

<p>You didn't say, but are you shooting on a FF camera, or a crop sensor? If on a crop unit the blur would only get worse the further out you go.</p>

<p>If I were you, if you have the option, I would try to return this copy, and acquire another copy. It may not seem like a huge deal to you now, but it will bug you, and suck the joy out of shooting w/ it. I once had a 17-85 that had the same problem at wider FLs, at first I didn't even notice, but once I started to look at the decentered edge, and notice it's impact, it was a continuous bother to me. <br>

Since you've already got a 24-105 that covers the range adequately @ f4+, you only <em>need</em> the 35/2 for f2->f5 use. As the problem is soooo much worse at f2 -> f4, it kind of diminishes any point in having the lens at all (except for weight savings).</p>

<p>Maybe you could post some images of the whole picture, as the coverage area that is impacted by the blur also varies significantly.</p>

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I find I don't use mine much as the 24-70 F2.8 zoom is about as good - I only take the 35 F2 when I need small size and

low weight. I have been rather disappointed with mine as I love the 35mm focal length more than 50mm. My old FD 35

F2 was very well used as is my Leica 35 F1.4 and Contax 35 F2. Perhaps I should just get the 35 F1.4 but somehow I

have never done so. There is nothing wrong with the 35 F2 just that I think some of us had hoped for better based on its

FD predecessor

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<p>Yes, I think I will try to return it. </p>

<p>I'm continually impressed by my 24-105 lens. It's a very versatile lens. And, given some of the complaints about it, maybe I've got an exceptionally good copy, but I've never found it wanting in terms of resolution (and I'm a dedicated pixel peeper). But, while not as big and heavy as the 24-70 2.8 (which I do not have), it is still a lug after a long day of shooting. I was hoping for the 35 f2 as a lens to carry with me when I want something lighter. I currently use the 50 1.8 for that, but find myself often wanting something just a bit wider. </p>

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<p>Maybe some Canon engineer has a mk2 sitting on his lab bench somewhere... ;-) one can dream!</p>

<p>I found that the 24-105 works most times, for most of what you want it for. Overall it's a good, strong lens. I sold mine after getting a 24-70/2.8 though. despite the weight (which is a PITA), I've found that rarely do I regret bringing it... I found that it just make my imagery 'pop' so much more than the 24-105 ever did.</p>

<p>I still think that it's worth pursuing a 35/2. despite the headaches when trying to return something defunct, I expect you'll be pleased by a properly functional unit. By f4, I'd expect it to blow your 24-105/4 away.</p>

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<p>I have the 35mm f/2 lens, and here are some of my observations from using it for subjects as diverse as landscape and street photography:</p>

<ul>

<li>The AF noise "issue" is way overblown. It makes a <em>different</em> sound than newer USM AF motors, but the buzzing bees description is way over the top. Unless you are in a completely silent place, you won't notice it any more than you would any other lens. Even in quiet places it is a rather soft sound.</li>

<li>Stopped down, it makes a fine lens for landscape and similar work, especially if you shoot on full frame. </li>

<li>On my copy the corner sharpness issue is quiet different from what you suggest you are seeing. There is some slight softening in the corners when you open up all the way - which is expected for such a lens - but it has a somewhat unusual characteristic on my copy. Rather than gradually "fading" towards softness, mine is quite sharp until very close to the corners and then, in the last bit of distance from center to corner, the softness appears. (There is less as you stop down.)</li>

<li>While you can see it when you look at unsharpened 100% magnification crops, it prints it is quite unlikely that you or anyone else will see it. I have a very large print I made of a landscape subject with detail throughout the frame that was shot with this lens on a 5D and the corners really look fine.</li>

</ul>

<p>Dan</p>

 

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<p>I also have a 35/2 and I concur with each point Dan listed above. I add: there is (expected) optical vignette.<br /> <a href="../photodb/folder?folder_id=990381">Here is a link to a series of five images made with the EF35/2 on a 5D</a>;<br /> The first four are at F/2 and the reasons why each was made, should be obvious.<br /> The fifth photo and the enlargement of it, is to show the ability to reasonably AF acquire a moving subject (at close range) – something also for which the EF35/2 is often criticized.<br /> They are all JPEGS SOOC.<br>

You can click on each image to veiw "Large"</p>

<p>I find the lens very useful as a light weight inconspicuous lens especially for travelling and I don’t have an issue with the corner softness and my lens exhibits equal softness at all the corners.</p>

<p>WW</p>

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