On the color correction of achromatic telescopes

W. Harkness
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Abstract

ALTHOUGH much has been written on the theory of the achromatic telescope, I am not aware that any attempt has hitherto been made to treat the color correction rigorously as a function of the wave length of the light; and, on that account, much obscurity, and some positive error, has crept into the text books on the subject. The theory given in the following pages is based upon fundamental equations which neglect the thickness of the lenses, as has always been done heretofore, and which suffice to give the refractive indexes to scarcely more than four places of decimals. All the subsequent operations upon these equations are rigorously accurate; and it would have been useless to attempt greater precision in the refractive indexes, while the thickness of the lenses is neglected. .As achromatic telescopic objectives are usually composed of two lenses, rarely of three, and hardly ever of a greater number; it has been thought sufficient to write the equations in the form applicable to triple objectives, but no difficulty will be experienced in extending them to a greater number of lenses, when necessary. Our fundamental equations are
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消色差望远镜的色彩校正
虽然关于消色差望远镜的理论已经写了很多,但我不知道迄今为止有任何尝试将色彩校正严格地视为光波长的函数;因此,关于这个问题的教科书中出现了许多模糊和一些肯定的错误。下面给出的理论是建立在基本方程的基础上的,它忽略了透镜的厚度,就像以前一直做的那样,它足以使折射率不超过小数点后四位。对这些方程的所有后续运算都是严格精确的;由于消色差望远镜的物镜通常由两个透镜组成,很少由三个透镜组成,而且很少有更多的透镜;人们认为,将方程写成适用于三重物镜的形式就足够了,但在必要时,将它们扩展到更多的透镜数量也不会遇到困难。我们的基本方程是
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