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70-200mm f/4 L IS USM vs. EF 100mm f/2.8L IS USM Macro for portraiture


michael_h4

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<p>I have the budget to buy one of these two great lenses. I know they serve very different purposes. My question is... which one will give me better bokeh and color rendition <strong>when used for portraits</strong>?<br /><br /><br />I am a hobbyist who shoots portraits occasionally-- usually under controlled conditions (with off-camera flash and a reflector). I can almost always move to a good position, so fixed lenses are not a problem.<br /><br /><br />I do a fair amount or nature shooting. I'd love to have the 70-200 f/4 for that. And I enjoy doing macro shooting just as much. I'd love to have the 100 f/2.8 for that. But I can only afford one or the other this year.<br /><br /><br /><strong>So portrait performance alone will be the tiebreaker</strong>. Any recommendations would be appreciated, especially from folks who've spent time shooting portraits with both.</p>
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<p>I would say the EF 100mm f/2.8L IS USM Macro. </p>

<p>I used to own the EF 70-200mm f/4L IS USM. It was terrible for portraits. I use either the EF 70-200mm f/2.8L IS II USM or EF 85mm f/1.2L II USM for portraits. It will work, but, I rarely use the EF 100mm f/2.8 USM for portraits.<strong><br /></strong></p>

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<p>If your primary goal is nature shooting - go with the 70-200. It's not a great portrait lens, but I don't know if I'd go as far as Peter and say that it's 'horrible'</p>

<p>If your primary goal is to do portrait work, I would say the 100mm is the better choice</p>

<p>These are indeed two different lenses with two different purposes. </p>

<p>Since you say you're primary work is nature / landscapes, my recommendation would be that you buy the 70-200 today, then buy the 100 when your budget allows.</p>

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<p>The 70-200 f/4L IS is NOT "terrible for portraits". The bokeh is sweet and it's very versatile. Using it outdoors, get a little further away than with the 100mm for the best bokeh effect, when needed.</p>

<p>I DO agree that as a dedicated portrait lens, the 100 f/2.8 is probably "better", but the 70-200 f/4 is not "terrible."<br>

<a title="IMG_2325PS by dcstep, on Flickr" href=" src="http://farm7.staticflickr.com/6192/6112229353_e7dbe8b0f5.jpg" alt="IMG_2325PS" width="399" height="500" /></a></p>

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<p>Indeed, the 70-200 is not "terrible" for portraits. In fact it's terrific, provided that you accept that the DOF will be slightly deeper (almost unnoticeably so) than the other lens's at max aperture.</p>

<p>How much magnification do you need when doing macro? If you're not going hardcore 1:1, you might want to look at a 70-200 with an extension tube or two and get all three applications in one lens.</p>

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<p>I'd agree that the 70-200/4 is NOT 'terrible for portraits', merely <em>not as good</em> at them as the 100/2.8. If you prefer shallow DOF portraiture, it's not even a question. </p>

<p>However, even given that, I'd <em>still</em> recommend the 70-200/4 for it's versatility, and flexibility. Simply put, being able to vary the FL for portraiture makes a <em>huge</em> difference in the final output. Unless you can decisively control the setting and the scene and the subject and your position, a single prime is going to <em>significantly</em> limit your ability to produce usable output.</p>

<p>For us to give more coherent advice though, we'd need to know what you are shooting with, and what other lenses you have to complement this choice.</p>

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<p>I'm using a 7D. My current lens collection is limited to a 50 mm f/1.4 USM and a 17-40 f/4L. I switched from Nikon to Canon 2 years ago and have not built up much of a Canon glass collection. I have rented the 100 f/2.8 and the massive 70-200 f/2.8L with IS. I was very impressed with the 100 f/2.8. The 70-200 f/2.8L was great for what I rented it for-- action in low light. But it's too much of a budget buster and weighs a ton, so it's not an option. </p>
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<p>Just out of curiosity. Why did you rule out the Canon EF 85mm f/1.8 USM, the EF 100mm F/2 or even the EF 135mm f/2 L ? I know the first two are not "L" lenses but I have heard the 85 F/1.8 described as a near perfect portrait lens. With its reasonably low price you could probably have both it and the 70-200 for not much more than just the macro. </p>
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I love the results I get from both of them.

 

Some thoughts:

At events I prefer a zoom.

Using available light I prefer a faster lens.

For stealth I prefer black.

For working distance during portraits I prefer a longer lens.

 

What are you average working conditions when shooting portraits?

 

Yours, Matthijs.

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<p>They are different tools. The 100mm is best at 100mm, probably, but the 70-200 is better at all the rest.<br /> If I were buying a new "portrait" lens, I <em>personally</em> would go for the 85mm f/1.2 or even the f/1.8.</p>

<p>However, I already have a bunch of other primes in this range, including my beloved Nikkor 105mm f/2.5 and a handful of Nikon>EOS adapters. Even the older pre-AI version is superb, and will be a fraction of the cost of the L lenses for one of the world-classic lenses. Manual operation is not a significant problem in most portrait work that I have done. ;)<img 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<p>If you are indoors, the 100mm may be a bit long on a crop unless you like tightly framed faces. Depends on the space you have available. I found the 70-200 range more versatile on a crop indoors.</p>

<p>As others have pointed out, you can get more lenses for the money if you give up IS. You could get the 70-200 f/2.8L without IS for the same money as the f/4 with IS. You know your needs better than anyone of course. </p>

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<p>Most subjects don't want down-to-the-blackhead detail, and corner sharpness is generally not important for portraiture. Also, you say bokeh is important, and when most people say that, what they really mean is the ability of the lens to blur out the background (vs. the true meaning of the word). In other words, they want a very fast lens without obvious problems in bokeh. Therefore, why the 100/2.8 macro? It's not very fast, it will give you corner detail you don't need, and it will horrify some subjects with too much detail of bad complexion. </p>

<p>An 85/1.8 or 100/2.0 would probably be a better choice. Both are excellent lenses, even wide open. You could also pick up a 70-200/4 non-IS and still have spent less money for the two lenses than just for the 70-200/4 IS.</p>

<p>FAIW, I own the 70-200/4 IS, and I don't consider it at all a bad portrait lens, at least for my candids. However, if I want the big, blurry background sort of shot, I pull out the faster lens -- the 100/2.0. </p>

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<p>I don't think Michael mentioned whether he is on FF or crop?</p>

<p>You mentioned "I can almost always move to a good position..." so perhaps the 100mm macro on a crop body would be okay? But I suspect the nearly 160mm equivalent focal length of the macro lens on the crop will get old really fast. </p>

<p>I don't think anyone has chimed in on focusing speed differences. I have the older 100mm macro. It seems to focus fairly quickly, but I would think the 70-200 lenses would focus more quickly which might come in handy for certain types of portrait shooting?</p>

<p>To the original question "So portrait performance alone will be the tiebreaker" I would take the 100mm macro with IS over the 70-200 f4 - especially on full frame.</p>

<p> </p>

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<p>I should have mentioned that I do not plan to continue shooting crop for more than another few months: I will be buying a 6D. That's a big part of the reason that I only have the budget for one additional quality lens this year.<br /><br />I also should mention that when I say I care about bokeh, I'm referring to the <strong><em>quality</em></strong> of out-of-focus areas as opposed to the degree of defocus. I like the ability to make my backgrounds look nice and soft regardless of the focused distance. The 100 mm f/2 does excel in this respect. I'm not sure that the 70/200 would come close since I've never used one.</p>
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<p>Are you rejecting the 85 f/1.8 because it is not an L series lens? If so might I suggest that the reviews on this lens praise its bokah. It is also very sharp. So rather than spend $1100.00 for the 70-200 F/4 you could spend $350.00 and put $750.00 in the bank for your future purchases. </p>

<p>I like high quality lenses and all of the reviews I have read on this one rate it very highly indeed. </p>

<p>Just in case I have to say that if you do not have a high quality Canon speedlight that would be something you will need. You mentioned "off camera" flash but if you are talking studio lighting that is very different. I will be criticized for mentioning this but it is an important part of any photographer's kit.</p>

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<p>I have and love the 70-200/4 L IS; it's my most used lens. I use it for outdoor portraiture all the time, and find its bokeh to be outstanding for a slower zoom.</p>

<p>I briefly had the 100/2.8 L macro, and was underwhemed by it. For available light portraiture, neither its center sharpness nor its bokeh could hold a candle to my 85/1.2 L II. And for macro work, I found my Sigma 70/2.8 (which goes to 1:1 despite it's relatively short focal length) to be superior to the Canon.</p>

<p>So, if I were you, I'd pick up the zoom and an 85/1.8, which is a very fine lens for potraiture. Other primes well worth considering are the 100/2 and 135/2 L.</p>

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