I understand why B&W filters (e.g. Wratten #25) diminish light, but why do I need to compensate manually? I work with an (admittedly ancient) Pentax K-1000, and I thought it measures light through the lens, i.e. whatever reduction is caused by the filter is already factored in, so that when I expose such that the needle is in the zone I already compensate for whatever light my filter eliminated...what am I missing?
2 Answers
As you know, a filter stops some of the exposing light while passing some. The Wratten #25 is the red tricolor used with the Wratten # 58 Green and the Wratten # 47B for color separation work and for haze penetration in aerial black & white photography. It was used to simulate night in black & white movies. It adds contrast and brings out clouds when used with black & white films. OK, its published filter factor is 8.
We handle a filter factor by multiplying the shutter speed without filter by the filter factor, in this case 8. Likewise, since each f-stop = a 2x change, a filter factor of 8 = 2x2x2 =8 meaning 3 f-stops compensation. We can also divide the ISO by 8, and reset the ISO to this calculated value and take an exposure reading at this reduced ISO.
Your camera sports a thru-the-lens metering system. The Wratten #25 will takes its toll, so the measurement will be about 3 f-stops less. This should be an OK reading and likely you will not need to take any additional action. In other words, the exposure system will compensate for the mounted Wratten #25.
Now comes the “but if”: A filter factor is a compensation derived based on a specific light source, usually sunlight. The filter factor will be slightly different for other light sources like tungsten. As a general rule, the differences are negligible. After all, the best we can likely set our camera is + / - 1/3 f-stop. I also want to tell you that the filter factor is also dependent on a particular film emulsion. This is because different emulsions have different spectral responses.
Now comes the rest of the story: Light meters also differ in their spectral response. Therefore, they will give different readings when tasked to measure daylight or tungsten etc. They surely will give different readings when tasked to measure the exposure through strong filters. The good news is, likely your readings will be in the ballpark -- meaning no special action required. However, be forewarned, the Pentax K-1000 might be fooled by the Wratten #25. Your approach should be to bracket your exposures. Making a test exposure series is also a wise approach.
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\$\begingroup\$ Thanks Alan. If I understand you correctly, I shouldn't compensate then, as the metering is in fact TTL and therefore supposed to account for whatever light the filter doesn't let through, right? I work with Kodak T100...why/how might my trusty K1000 be fooled? Please elaborate...thx! \$\endgroup\$– MarcoCommented Feb 25, 2017 at 21:58
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\$\begingroup\$ The photo engineer desires to make to make film and digital sensor respond to light and color so that a faithful image is the result. This has never been achieved, close but no cigar. Same is true with the sensors in light meters and other light measuring instruments. To date there is always some mismatch. We make the sensors and then trim them with internal filters to force them to give the desired response. If a strong red filter is imposed, green and blue light is omitted from the equation. That makes taking measurements all the more difficult. \$\endgroup\$ Commented Feb 25, 2017 at 22:31
A lot of the instructions for black & white photography in general and color filters in particular were developed and written at a time when cameras did not have built in light meters. The light was metered using a handheld unit that didn't measure light coming through the lens of the camera. If the meter read that for 64 ASA film at f/16 the proper shutter time was 1/60 seconds then placing a filter on the camera's lens did not change the amount of light being measured by the handheld meter.
If you measured the scene with such a handheld meter and then set your camera manually you would need to take the reduction into account. In the above scenario if your #25 filter came with specifications of a filter factor of 8 (1/8 the light is allowed to pass), you would need to increase exposure by three stops. Filter factor = 2 raised to the power of n where "n" is the number of stops. Since 8=2³, a filter factor of 8 is 3 stops. The math is just like the NDx system used by Hoya, B&W, and Cokin except that colored filters aren't neutral in density because they affect some colors more than others.
So you would increase your shutter time by three stops, open your aperture by three stops, or use a combination of both that equaled three stops. Let's say you decided to go with f/8 (two stops higher exposure than f/16) and 1/30 seconds (1 stop higher exposure than 1/60). Remember, we're using a large view camera mounted on a sturdy tripod!
Now fast forward to your trusty Pentax K1000. There's a light meter built into the camera that measures light coming through the lens.
Suppose you set the camera's exposure settings so that the needle is centered without the filter in front of the lens. The you put the filter in front of the lens. What happens? The needle shows 3 stops underexposure.
When you change your exposure settings to move the needle back to the correct zone, you have just compensated for the reduction due to the filter.
But wait! There's more!
Remember up above when we said that color filters are not neutral density filters because they don't affect all colors the same? Well because of this we also have to compensate for a particular film's spectral response. That's why we have to pay attention to the instructions that come with each specific type of film.
Your camera's meter is based on a neutral response to daylight colored light of around 5600K. When shooting under different sources of light the light meter can be fooled, especially if there is a color filter in front of the lens. So it is usually best to meter without the filter and then manually compensate the exposure using calculated values based upon the instructions that are provided by the maker of the particular film you are using. You'll likely get more accurate exposures.
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\$\begingroup\$ Thanks Michael. If I understand you correctly, I shouldn't compensate then, as the metering is in fact TTL and therefore supposed to account for whatever light the filter doesn't let through, right? I work with Kodak T100...are you aware of any specific abnormality in how this particular film reacts to color filters? Also, I metered the same "shot" with and without filter...the needle moves indeed, but minimally. Do you know how much 1 stop is in needle movement on the K-1000? Ken Rockwell's states the "okay zone" is 1 wide (+/- 1/2), but on mine it's more like 4 (+/- 2). \$\endgroup\$– MarcoCommented Feb 25, 2017 at 22:16
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\$\begingroup\$ It's been way too long since I've looked through a K1000 viewfinder to remember the scale. I do remember that there are separate calibrations for the resistors that control "up" than the resistors that control "down." Replacing these resistors will affect how far the needle moves for the same change in the signal form the photo-voltaic sensor. Accuracy of the meter can also be affected by the state of the battery powering it. \$\endgroup\$ Commented Feb 26, 2017 at 20:49
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\$\begingroup\$ @Marco pentax-manuals.com/markroberts/k1000_man.pdf \$\endgroup\$ Commented Feb 26, 2017 at 20:49
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\$\begingroup\$ The K1000 had a reputation for a wide variety of meter accuracy and calibration from one body to the next. Assuming your meter is accurate at all, it is only accurate when measuring light centered of 5600K. Therefore, the recommended method, even with a fairly accurate K1000, is to meter without the filter and then calculate the necessary correction manually. You should be able to obtain specific compensation instructions for T100 when using the various standard filters from Kodak. Given the inconsistencies of the K1000 meter, I'd probably opt for an accurate handheld meter. \$\endgroup\$ Commented Feb 26, 2017 at 20:54