Getting that gritty old Tri-X look.

I se these old photojournalist shots - with the Tri-X on their negs - that are gritty.

 

Do I get that by pushing - with today's films - to ISO 1,000,0000 :) ?

Even though the latest version of Tri-X is far from gritty when exposed and developed normally in developers such as D-76, HC110, XTOL, etc. you can underexpose it by a stop or two and process in Rodlnal, which is not a fine grain developer. It emphasizes grain edges, IIRC, and should give the effect you want. You can also crop your images as well. Another possibility is to try some other films that are inherently grainy. Ilford's Delta 3200 or Kodak's TMAX 3200 can look quite grainy.

An acutance developer will get more gritty grain

even without pushing. Many folks like Rodinal but

I got better results with a Beutler type formula

like Tetenal Neofin Blue, although it's not

really suited to push processing.

 

Tri-X in Diafine will be very grainy, but it's

not a tight gritty grain, and the tonality is

characteristically grayish. Best for high

contrast lighting.

 

Very dilute D-76 or ID-11, at 1+3, will sharpen

the grain and edges, although these aren't great

for pushing either.

 

Tri-X didn't get really grainy in Microphen until

I hit 1600 or so. Beyond 6400 the negatives are

too thin to be practical. Diluting Microphen to 1+3 will also enhance edge effects and acutance, but at the cost of speed enhancing properties (at stock solution strength it boosts some films a bit, a true speed of around 500 with some 400 films).

 

BTW, TMY in Rodinal develops uniquely gritty

grain even at the box speed of 400. Sharp, sandy

salt and pepper quality. Might be interesting up

to 1600, although there wouldn't be any shadow

detail.

To elaborate a bit Mike's comments, cropping and

enlarging was a common technique for exaggerating

grain. Sometimes it was necessary to get the shot

with limited equipment.

 

A tiny fraction of a negative, even normally exposed and developed, can produce interesting grain effects. Somewhere in my photo.net portfolio is a tight crop of a man's wristwatch, showing pretty good detail and resolution but extreme grain, from using Tri-X in Diafine at 1200-1600.

 

There were also grain masks for placing over or

under the negative for enlarging. Haven't seen

one in years.

 

Trent Parke's more recent experiments appear to

be using digital photos very tightly cropped to

exaggerate grain-like noise for an abstract

effect in faces. A less sophisticated digital

camera (by current standards) like the Ricoh

GX100 at ISO 200 or higher can produce noise

that's remarkably comparable to Delta 3200 -

which was not what most buyers wanted, so that

particular camera was less successful.

<p>I've got nowhere near the experience of Lex or Mike, so take this with a pinch of salt, though maybe salt worth trying. If you want GRITty, try HP5 in Rodinal - I found it too much, but it's grain with a capitol G. Tri-X at ISO800 in Rodinal is a nice grainish look that probably is much like you've got in mind.<br>

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

<p>You could try souping in Dektol 1+0. I don't know times, you'll have to experiment, but this was somewhat common in the early 80's.<br>

<br />As said, Rodinal could be used and I like this look a lot. Diafine is also good.</p>

<p>You can try Acufine and push to 3200, but this gave me ugly, unprintable, soot & whitewash negs.</p>

<p>A lot of those old press photos were shot with full flash close to the lens and the pics often had a lot of contrast to them. That might be the best road to follow.</p>

<p>You can also:</p>

<p>1) Take a couple of steps (giant steps) back, then crop and enlarge the image. The grain will be enlarged, too. Many of the newspaper photos were cropped - highly cropped. It was get the shot, get the right perspective on the shot, do the final composition in the darkroom.</p>

<p>2) Increase the contrast of the final print (image). This will bring out the grain.</p>

<p>I think there are also several other reasons why "old" (which one of them?) Tri-X look is difficult to achieve. Millions of photos were taken varius circumstances, exposing film according to "ASA-something" and also guite often developed very fast with warm developers.<br />Negatives were quite often copied to grade 4-5 glossy prints.<br /><br /><br />Therefore I don`t believe that solution is using Rodinal with huge, coarse grain. I´d rather use ISO 800-1600 and D-76 (stock). <br /><br />BR<br /><br />Esa Kivivuori<br />Finland<br /><br /><br />(Photo: Helsinki, Katajanokka around 1971-72, Tri-X ASA 1600)<br /><br /></p>

<p>Sorry, tried to send too large file. Unfortunately files must be so small... :(<br /><br />BR<br /><br />Esa<br /><br />(Photo: Helsinki, Katajanokka around 1971-72, Tri-X ASA 1600)</p><div></div>

<p>I've always been able to get that grainy look, even when I didn't really want it, by pushing it to 1600 and developing with Acufine. This was a standard when I wanted to go with available light and avoid using flash. I could live with a certain amount of grain but if I had to crop too hard it just got ugly and useless. As a news photographer I wasn't going for the grainy look, it was just something we had to put up with. I still enjoy pushing B&W films in low light but for different reasons now.</p>

<p>Rick H.</p><div></div>

<p><img src="https://farm6.staticflickr.com/5727/20573520811_ff8352cfbf_c.jpg" alt="" width="800" height="634" /><img src="https://farm1.staticflickr.com/274/19777793923_1def03cbab_c.jpg" alt="" width="800" height="628" /></p>

<p>About nice regular grain which you could get with the old version of Tri-X 400.</p>

<p>Foma just introduced a new film: Foma <em>Retropan 320 Soft</em>.<br>

Retro: Indeed, a lot of grain.<br>

Soft: A lower type contrast film.<br>

Just an example E.I. 640 in Microphen 1+0. And an example of this new film E.I. 320 in HC-110 (B). This <em>Retropan 320 Soft</em> film will be available in 35mm and sheet film. For real pronounced grain I will do a R09/Rodinal test too.</p>

 

<p><img src="/photo/2257093" alt="" />If you want "grit" you might try Ilford P3200 film. Here is an example exposed at ISO 1600 and developed normally in DD. The image is a scan of a cropped 8x10 print.</p>

<p>http://www.photo.net/photo/2257093</p>

<p>If I remember correctly (and it has been a long time) the grain looks very much like the pictures I took using Tri-X developed in D-76 in the late 1950's and early 1960's.</p>

<p>Beside the developers mentioned so far in this thread, a nice, pronounced, tight grain pattern on 35mm TRI-X can be obtained by developing it in DK-50; I guess very few photographers use it nowadays...</p>

<p>I suggest Foma 200 (pushed to 400 if need be) in Rodinal or even Tmax developer for the older grainy look. Foma 200 is not near as smooth as Tri-x or HP5.</p>

<p>Tri-X isn't what it used to be. I have some Tri-X negs from the 1980's and it then had a very distinctive grain. I devved it in Rodinal.</p>

<p>My <a href="/photodb/folder?folder_id=1077909"><strong>"Wayback machine"</strong></a> folder on photo.net contains mostly 30 year old and older scans of prints and negatives, mostly Tri-X souped in D-76 or HC-110, pretty much all I used back then. The only exceptions (as of this writing) are the guys playing basketball (that was Ilford HP3), and the square box camera photo (Verichrome Pan from the early-mid 1960s).</p>

<p>The Tri-X since around 2000 has finer grain in most developers. Judging from my recent scans of older negatives, there's a subtle difference in that nebulous thing we call tonality as well. Usually I prefer to print in the darkroom, and I see differences even on straight RC prints between my 1970s-'80s prints from Tri-X and those from the late 1990s when I resumed darkroom work after a hiatus.</p>

<p>Here's a sample from some outdated Ilford Delta 3200 which was processed in Kodak HC110 dilution B. Film was rated at E.I. 3200. Lots of grain here.</p><div></div>

<p>I too tried to get Tri-X to look more like its older classic self but my attempts with Rodinal was just terrible. Yeah, it was more grainy but not by any real measure and the contrast and tonality just sucked beyond belief. So I've just learned to appreciate Tri-X for what it is: a nice but not terribly exciting 400 speed film. It's the only 400 I shoot in 135 format and I use HC-110 with nice results.</p>

<p>Marc, I find you statement interesting. TX & Rodinal is a classic combo. How many rolls did you shoot & process?</p>

<p>Jim, I shot maybe a couple of rolls. Shot indoors with fairly contrasty lighting, but they still came out flat as a pancake.</p>

<p>Wow, don't know what to tell you. That usually is a no-miss thing. </p>