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Astronomy Principles and Practice Fourth Edition.pdf

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The photographic plate 285<br />

lowering the threshold of visibility. These changes take about half an hour before the sensitivity settles<br />

to its improved value <strong>and</strong>, in this condition, the eye is said to be dark-adapted.<br />

There are two causes which give rise to dark-adaption. One of them is due to the automatic<br />

expansion of the pupil, so allowing a larger collecting area for the incoming radiation. The other,<br />

providing the greater effect, is due to the biochemical changes occurring in the retina itself.<br />

Under dark-adapted conditions <strong>and</strong> with a little practice, it is apparent that the eye’s sensitivity<br />

depends on the direction of the object. The minimum of sensitivity occurs when the eye is looking<br />

straight ahead <strong>and</strong>, by using averted vision, it may be possible to detect faint objects which disappear<br />

when looked at directly.<br />

Dark adaption also gives rise to changes in the spectral sensitivity of the eye. The peak in<br />

sensitivity moves by approximately 500 Å towards the blue end of the spectrum <strong>and</strong> the eye loses<br />

its sensitivity to red wavelengths. This change is known as the Purkinje effect <strong>and</strong> the dotted curve in<br />

figure 18.1 illustrates an average spectral sensitivity under dark-adapted conditions.<br />

Prior to the application of the photographic plate, photoelectric detectors <strong>and</strong> CCD devices, the<br />

eye was used to judge brightness differences between astronomical objects. The values of differences<br />

which might be detected depend on several factors such as the colours of the objects for the comparison<br />

<strong>and</strong> their absolute brightnesses. With practice, brightness differences of a few per cent can be detected.<br />

It is not really convenient to assign a quantum efficiency to the eye but by considering its ability just<br />

to be able to detect a sixth magnitude star, it can be said that it is necessary to receive a few hundred<br />

photons per second to register a star image. The limiting magnitude of the telescope–eye combination<br />

has already been discussed in section 17.4.<br />

It is difficult to give a hard <strong>and</strong> fast rule for the resolving power of the eye as it depends critically on<br />

the type of observation which is being attempted. However, under ordinary circumstances, the average<br />

eye is able to resolve angles of one minute of arc. This figure corresponds (see equation (17.6)) to the<br />

resolving power which might be expected by an aperture of the size of the pupil ∼2·5 mm, a typical<br />

diameter when operating in an everyday environment, <strong>and</strong> to the sizes of the detector elements which<br />

make up the retina. Under special circumstances, the eye has special properties of high vernier acuity<br />

<strong>and</strong> symmetry judgment allowing even smaller angles to be resolved. It is capable of resolving a<br />

break in a line which might correspond to an angular difference of ten seconds of arc. This ability<br />

is put to use in measuring instruments whose settings are read off a vernier scale. Although such<br />

instruments are now no longer used on a telescope, they may still be found on ancillary equipment<br />

which might be employed to analyse astronomical data recorded, say, on a photographic plate. The<br />

continuing advance of new techniques <strong>and</strong> automation, however, will eventually displace the use of the<br />

eye for all data reductions. As well as taking advantage of the eye’s symmetry judgment in general<br />

measuring instruments, it was this ability which made the eye useful for making classical double-star<br />

measurements on the telescope.<br />

18.5 The photographic plate<br />

18.5.1 Introduction<br />

As soon as the photographic process was developed, it was immediately applied to the skies <strong>and</strong> has<br />

been one of the chief ways of recording brightness <strong>and</strong> positional information associated with starfields,<br />

galaxies <strong>and</strong> spectra since the middle of the 19th century. With the advent of solid state detectors (see<br />

later), its role has diminished by a large degree in the last 20 years but continues to be used in some<br />

areas of study particularly when large areas of the sky are being surveyed (see the Schmidt telescope—<br />

section 20.4). It may be noted that research on the production of improved emulsions continues.<br />

Photographic material consists of an emulsion of silver halide (mainly bromide) crystals in gelatin,<br />

which is attached to a glass plate or celluloid sheet in a thin uniform layer. The exact mechanism<br />

occurring within the emulsion when it is illuminated is not fully understood but the interaction results

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