scholarly journals X. Optical rotatory dispersion. Part III.—The rotatory dispersion of quartz in the infra-red, visible and ultra-violet regions of the spectrum

In an earlier paper on “Optical Rotatory Dispersion” (‘Phil. Trans.,’ 1912, A, vol. 212, pp. 261-297) a description was given of the measurement of the rotatory power of quartz for 24 wave-lengths in the visible region of the spectrum from Li 6708 to Hg 4358. Two important features of this research were:— (1) The discovery, after several years of work on inferior material, of a crystal of quartz of extraordinary optical purity, in which none but mechanical flaws could be detected in a plate 58 mm. in thickness and 150 mm. in diameter. (2) The use of long columns of quartz, made up of cylinders drilled from this crystal, giving even in the visible region rotations of the order of 10,000°, which could be read with an average error amounting only to a few parts per million.

The optical rotation of quartz has been measured over a large band of wavelengths. We have Gumlich’s original work over the range from λ = 2·140 μ to λ = 0·21935 μ , repeated and extended into the ultra-violet by Soret and Sarasin and Guye. More recently a series of accurate measurements covering the same range was published by Lowry, and then Duclaux and Jeantet gave a series of results for a range in the ultra-violet from λ = 0·30876 μ to λ = 0·1853980 μ . Finally, Lowry and Coode-Adams, having improved the accuracy of their original method, succeeded in obtaining a very accurate set of readings extending from λ = 2·5170 μ in the infra-red to λ = 0·2280 μ in the ultra-violet, reaching thus just up to the region measured by Duclaux and Jeantet. Various attempts have been made to fit these results into a formula. Gumlich found it possible to represent his results by a formula of the type ω = α 1 /λ 2 + α 2 /λ 4 + α 3 /λ 6 + α 4 /λ 8 + α 5 /λ 10 , but Kettler had almost equal success with the simpler form ω = (λ 2 α)/β.


The phenomena of rotatory dispersion are of special interest from two points of view. To the chemist they afford the most hopeful clue to the solution of the difficult and much discussed question as to why a particular substance possesses a given rotatory power. To the physicist, they contribute important data for the discussion of the mechanism involved in the propagation of light through matter, on the lines laid down by Maxwell, in 1869, and extended by the subsequent work of Sellmeier, Von Helmholtz, Larmor, Drude, and others. On the chemical side, progress depends mainly on the accumulation of data as to the rotatory dispersion of a large number of substances for a few selected wave-lengths ; in particular also upon the development of simple and effective laboratory methods, permitting of the measure­ment of rotatory dispersion being made a part of the ordinary routine of every laboratory in which polarimetric studies are undertaken. Progress on the physical side demands that a few selected substances shall be examined with light of many ave-lengths, extending over the whole of the available range of the spectrum, and that the measurements shall be made with the highest degree of accuracy. The present investigation of rotatory dispersion, which has been in progress con­tinuously since 1905, is concerned with the natural rotatory power of crystals and of optically active liquids, and also with the rotatory power induced in them by a magnetic field. It was undertaken primarily from the chemical standpoint with a view to obtaining information as to the variations of rotatory power with wave­ length in organic liquids. But it was soon found that the two lines of investigation indicated in the preceding paragraph were inseparable, since the only satisfactory way of establishing standard laboratory methods for everyday use was to make measurements of rotatory dispersion with light of every available wave-length and to strive persistently to increase the degree of accuracy attained. Only in this way could adequate experience be gained as to what was possible in work of this kind. Thus, after making observations with light of some thirty wave-lengths, it was found that measurements of the highest degree of accuracy could be made with twenty-four lines in the spectra of the elements Li, Na, Tl, Zn, Cd, Hg, Cu, Ag; nine of these were used in the earliest series of laboratory-measurements, but the number was soon reduced to seven and finally to four (or even two) lines, which were found to give an adequate representation of the rotatory dispersion of the simpler organic compounds.


1965 ◽  
Vol 0 (0) ◽  
pp. 3928-3933 ◽  
Author(s):  
A. Fredga ◽  
J. P. Jennings ◽  
W. Klyne ◽  
Patricia M. Scopes ◽  
B. Sjöberg ◽  
...  

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