Wednesday, September 26, 2012

Replacing Walmart

Since the demise of the Fuji-Walmart service, I've been looking for another solution. I've found a small lab in San Jose near the university that will do both C41 and black and white. My first roll of color is ready tomorrow.  I've decided to go back to developing my own black and white. Tuolumne county runs a hazardous waster disposal program so I need to be able store the spent chemical for 3 to 4 months; but I think that's doable.  

Sunday, September 2, 2012

End of the road

Got some disappointing news this afternoon. Fuji Labs, (to which WalMart sends 'odd' film like B&W 120) has discontinued its develop only service. The will still develop 120 but won't return the negs, which is completely pointless. So my cost per roll has suddenly gone from $2.33 to over $10. At $1 a frame I'm going to have to think twice about pressing the shutter; and digital is looking increasingly attractive...

So this excursion into medium format, which I had foolishly thought was going to be my preferred compromise between 35mm/digital and 4x5 for the foreseeable future, may well have come to a rather sudden end.

Now I have to decide whether to sell my Mamiya equipment or keep it for its (short-lived) nostalgia value.    

Sunday, August 26, 2012

Good glass

I was wondering today whether it was worth spending lots of money on good lenses. I know that's the conventional wisdom, but I've gotten on fine not buying DeWalt tools for the workshop, so why buy a Rolls Royce of a lens? Is it overkill?

A moment's reflection suggested not. I really don't notice having good glass. But I did with my little digital - a Nikon Coolpix S2200 which got very fuzzy in the corners. And my epiphany was this; it's not noticing that is the hallmark of quality glass. If the glass were poor, as it is on the Coolpix, I would (and indeed did) notice, and not noticing is a testament to a good lens. It's one less thing to get in the way.   

Tuesday, June 5, 2012

Counter-intuitive

I had settled on scanning my negatives at 2400 dpi because, starting at lower resolutions and working upwards, that was where the grain became noticeable. Any higher resolution, I reasoned, would only make the grains larger and not reveal any more detail. I was wrong.

There seems to be an 'interaction' between the scan resolution and the grain size when the two are close which actually produces a more pronounced appearance of graininess. At higher resolutions, though the grain is still visible, it is less distracting.  Here are some examples:


2400 dpi

3200 dpi

4800 dpi

6400 dpi
9600 dpi

Surprisingly, the least grainy in appearance is the last scan at 9600 dpi (which is a shame since it takes between 7 and 8 minutes per negative at this resolution).  So it looks like I'll just have to learn to be patient.        

Saturday, June 2, 2012

Finding Gamma

Really, this is a note to remind me that, based on my empirical testing, for low values of gamma, the gamma value at the scanner and the gamma value in GIMP are additive, and sum to about 3.2. (This puts Zone 5 at a digital (linear) value of 127 out of 255.

There's probably a mathematical proof of this, but I'm not going to try to derive the result. Suffice it to say that I will now start using scans with a gamma of root 2 and then add 1.8 in GIMP. This is just a mnemonic device; root 2 is common and 1.8 is the typical display gamma.

Neither value has any substantive significance here. However, given the odd things the Epson software does with the tone curve and the top and the tow, I decided not ti use a gamma over 1.5 at the scanner. I also don't want to have GIMP to all the rescaling since I think this is best done at nearest the source in the hope that it's achieved in the AD converter, and not afterwards.

Friday, June 1, 2012

Acros 100 dynamic range test

Procedure

I metered a fairly flat (in terms of contrast) wood panel (the garage wall). I then exposed 8 frames each one stop greater than the last, starting from the metered exposure. This represents zones 5 through 12 (5,6,7,8,9,10,11, and 12). With a second roll I did the same, but stopping down, giving me zones 5 though -2 (5,4,3,2,1,0, -1 and -2). Development was normal (no push / pull), courtesy of Fuji Labs and Walmart.

Results

The results were interesting. Ansel Adams talks about Zones 0 and 10 as the points at which detail can no longer be resolved: but film evidently has improved. Acros 100 has a very broad dynamic range, with detail discernable in zones -2 and 12!

This composite shows the negatives from zones 10, 11 and 12 and 0, -1 and -2 and some others (1,2,8 and 9) thrown in for good measure. This was scanned such that the dynamic range on the 'input side' was from 40 to 248, values measured individual negatives as being the 'metered' values for -2 and 12 respectively.

      
Compare this to Ansel Adam's Fig 4-3 on page 50 of The Negative; in Adam's figure detail is resolved in 8 zones (from 1 to 9 inclusive). Here, detail can be discerned in zones -1 and 12 (there is some in -2 in the top right but it's a little hard to make out. The dynamic range of Fuji's Acros 100 is comfortably 13 stops. Looking at Zone 12 suggests that there is considerable scope for further over-exposure, perhaps another 2 stops. 

This compares rather favorably with two recent digital cameras, the Olympus OM-D and the Nikon D800. Their dynamic ranges are shown in the chart below taken from dpreview's measurements. The D800's range is only 11 stops.


Conclusion

This gives both the flexibility to get the exposure wrong and still recover the image and, if the negative is properly exposed, the ability to resolve enormous range of light levels. It also provides huge flexibility in creating the final image since there is so much information on the negative with which to work. 

The resolution at the over exposed end (11, 12) seems better than at the other end (-1 , -2), so my inclination is to over-expose by a stop (in other words rate the film at 50 rather than 100). 

P.S. Exactly 30 years ago, I listened to arguments about the merits of the CD over the vinyl LP.  Analog proponents (and I'm still one having never gotten rid of my Linn LP12)  asserted that a good turntable / tone arm could resolve greater dynamic range than could be digitally encoded in the CD; detail in the quiet passages and in the loud ones was superior on vinly with a good setup. This was sufficiently important to make up for the pops and scratches. Film seems analogous; the greater dynamic range over the dust and debris (no discernible grain if the format is large enough). And with some digital spotting, even the pops and scratches, dust and debris can be removed. Looks like analog has some life left in it yet...

Tuesday, May 29, 2012

Inverse square law

I'm beginning to learn some basics of lighting. So this may well be wrong, but the physicist in me couldn't help itself.

Several of the lectures I've listened talked about the inverse square law. The problem is, it doesn't apply: or at least not strictly to the problem they describe.

The inverse square law models a point light source radiating uniformly in all directions. At a distance x from the source, the energy falling on an area y is the proportion of the power of the source of area y relative to the surface area of the sphere of radius x.

If you double the distance from the source, the surface area of the sphere at 2x is now four times as large (A=4/3Πr2) since surface area increases in r2. So y is now 1/4 of the area of the larger sphere and so receives only only 1/4 of the energy emitted by the source.

But often the lighting being used and measured in the studio isn't from a point source; it's collimated with umbrella reflectors, so the energy doesn't fall off as the square of the distance. The ultimate in collimated sources is a laser; absent scattering all the energy emitter at the source hits the target. The same principle applies to theatre spot lights or search slights.  

That being said, I am guessing that for soft boxes the inverse square law is a fairly good approximation since each point on the front of the box might be considered as a point source. But in any setup in which light from the source is focused, the inverse square law won't apply.