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Astronomy Principles and Practice Fourth Edition.pdf

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210 The radiation laws<br />

Figure 15.1. The positions of the chief absorption features in the solar spectrum as designated by Fraunhofer.<br />

real clue to the relationships <strong>and</strong> identities of the spectral lines he observed. In the paper he published<br />

in 1802, describing his laboratory measurements of the refractive indices of various materials, he also<br />

makes comment on the spectrum of the Sun which he obtained. His description is vague but it appears<br />

that he saw dark b<strong>and</strong>s which he supposed to be natural boundaries separating the zones of pure colour.<br />

He appears not to have attached much significance to this observation <strong>and</strong> dispenses with it in a few<br />

sentences. It may have been that he expected there to be natural divisions between the seven zones of<br />

the spectrum which had been designated by Newton <strong>and</strong> was, therefore, not surprised to see the dark<br />

b<strong>and</strong>s. Newton himself made no mention of what we know as the solar absorption features, probably<br />

because of the poor quality of his glass—a point on which he himself complained.<br />

Some years later in 1817, Fraunhofer, who had been experimenting in ways of defining the colours<br />

which are used to determine the refractive index of glasses, published the results of his observations of<br />

the solar spectrum made by using an improved spectroscope. He noted that the spectrum was crossed<br />

by many dark lines. By repeating his observations with a range of optical elements he proved that the<br />

lines were a real feature of the spectrum <strong>and</strong> were contained in the sunlight. He made a map of several<br />

hundred of the lines <strong>and</strong> designated the prominent ones with the letters A, B, C, ...,bywhichtheyare<br />

still known (see figure 15.1). Although Fraunhofer was unable to offer an explanation for their cause,<br />

the positions of these lines provided the first st<strong>and</strong>ards of colour for use in measuring the refractive<br />

index <strong>and</strong> dispersion of different materials <strong>and</strong> in comparing the spectra from other luminous sources.<br />

Fraunhofer also was the first to make visual observations of the spectra of the planets <strong>and</strong> of the<br />

brighter stars including Sirius by using an objective prism. He observed that all the spectra exhibited<br />

dark lines—those of the planets were similar to the Sun, those of the stars were different. Thus, it can<br />

be said that he was the first pioneer stellar spectroscopist. His work did not rest here, however, <strong>and</strong> he<br />

continued by inventing <strong>and</strong> manufacturing many diffraction gratings. With the aid of these devices he<br />

succeeded in measuring accurately the wavelengths, in terms of laboratory st<strong>and</strong>ards of length, of the<br />

spectral features <strong>and</strong> providing a basis whereby the results of different observers could be compared<br />

directly. In other words he was the instigator of observational spectrometry.<br />

15.2 The velocity of light<br />

It will already have been appreciated that the velocity of light in vacuo <strong>and</strong> indeed the velocity of<br />

all electromagnetic waves is a fundamental constant; its value appears in the description of <strong>and</strong> in<br />

formulas relating to many different physical processes. This fundamental constant of nature is one of<br />

the starting points for our underst<strong>and</strong>ing of the behaviour of matter from the extremes of processes<br />

involving individual atoms to those involving the whole conglomeration of matter within the universe.<br />

Indeed, it was because of experiments connected with the velocity of light that these new physical<br />

theories, in particular, Einstein’s theories of relativity, arose.<br />

We have already seen (section 11.3) that light has a finite velocity—this was first discovered by<br />

the astronomer Roemer. Confirmation that light had a finite velocity came from Bradley’s discovery of<br />

aberration (see section 11.4).<br />

Because of the magnitude of the velocity involved, laboratory measurements of the velocity of<br />

light proved to be very difficult. The first laboratory determination was achieved by Fizeau in 1849 <strong>and</strong>

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