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1 The Director of Photography – an overview

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Colour temperature 123<br />

Figure 14.3 Mired shift<br />

values <strong>of</strong> Wratten colourcompensating<br />

or CC filters<br />

Positive <strong>–</strong> towards magenta Negative <strong>–</strong> towards green<br />

Filter Value Filter<br />

factor<br />

5M <strong>–</strong> �2<br />

10 M <strong>–</strong> �4<br />

20 M <strong>–</strong> �8<br />

30 M <strong>–</strong> �13<br />

40 M <strong>–</strong> �18<br />

1<br />

⁄ 3<br />

1<br />

⁄ 3<br />

1<br />

⁄ 3<br />

2<br />

⁄ 3<br />

2<br />

⁄ 3<br />

Colour-compensating filters have only a limited use in cinematography,<br />

as they are primarily available for fine-tuning colours in tr<strong>an</strong>sparency<br />

or reversal work. <strong>The</strong>y do come into their own, however,<br />

when a cinematographer has to work with available light from fluorescent<br />

tubes, which <strong>of</strong>ten have <strong>an</strong> excess <strong>of</strong> green light. This discrep<strong>an</strong>cy<br />

c<strong>an</strong> be corrected by putting the appropriate magenta filter,<br />

magenta being the complementary colour to green, over the tubes or<br />

in front <strong>of</strong> the lens if no other source <strong>of</strong> light is to be added.<br />

Filters have <strong>an</strong>other import<strong>an</strong>t value, their filter factor. This is also<br />

shown in the tables (Figures 14.2 <strong>an</strong>d 14.3). <strong>The</strong> filter factor is always<br />

expressed as the part or whole <strong>of</strong> a stop on the lens <strong>an</strong>d is expressed as<br />

a fraction <strong>of</strong> a real number or a real number plus a fraction.This is the<br />

amount that the lens must be opened up to allow for the amount <strong>of</strong><br />

light absorbed by the filter. <strong>The</strong>refore, a filter factor <strong>of</strong> one-third will<br />

need the aperture to be opened by one-third <strong>of</strong> a stop. Similarly, a filter<br />

factor <strong>of</strong> two-thirds will need the lens aperture to be opened by twothirds<br />

<strong>of</strong> a stop.<br />

Here it is import<strong>an</strong>t to underst<strong>an</strong>d the difference in approach when<br />

adding together Mired shift values <strong>an</strong>d filter factors. If you put two filters<br />

in front <strong>of</strong> the lens then you will combine their Mired shift values,<br />

taking regard <strong>of</strong> their mathematical sign. For example, combining two<br />

filters having shift values <strong>of</strong> �35 <strong>an</strong>d �10 will result in a combined<br />

Mired shift <strong>of</strong> �25. But if their filter factors, when expressed as f-stops,<br />

were one-third <strong>an</strong>d one-third, then the combined filter factor will be<br />

two-thirds <strong>an</strong>d the lens must be opened up by two-thirds <strong>of</strong> a stop.<br />

Filter factors are always positive so are always added together.<br />

In practice, it is usual to consider ch<strong>an</strong>ges <strong>of</strong> 100°K or more as import<strong>an</strong>t,<br />

as this is the smallest ch<strong>an</strong>ge the eye is likely to notice unless it is<br />

possible, within the scene, to compare the sources <strong>–</strong> in which case differences<br />

down to as little as 20°K may be noticeable. This may occur,<br />

say, when a row <strong>of</strong> windows have one lamp each outside them, representing<br />

sunlight. In this case, very accurate measurement <strong>an</strong>d filtration<br />

<strong>of</strong> the lamps will be required to get them all within a 20°K r<strong>an</strong>ge.<br />

<strong>The</strong> colour temperature meter<br />

Filter Value Filter<br />

factor<br />

5G <strong>–</strong> �2<br />

10 G <strong>–</strong> �4<br />

20 G <strong>–</strong> �7<br />

30 G <strong>–</strong> �10<br />

40 G <strong>–</strong> �13<br />

Colour temperature meters come in two basic forms, reading either two<br />

or three colours.<strong>The</strong> two-colour meter reads only blue <strong>an</strong>d red. It is not<br />

sophisticated enough for a working cinematographer but is useful for<br />

setting filters on lamps, as this usually only concerns blue <strong>an</strong>d red.<br />

1<br />

⁄ 3<br />

1<br />

⁄ 3<br />

1<br />

⁄ 3<br />

2<br />

⁄ 3<br />

2<br />

⁄ 3

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