File:EB1911 Vision - Astigmatism.jpg

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English: The optical explanation of the defect of astigmatism will be understood with the aid of this figure. Thus, suppose the vertical meridian C A D to be more strongly curved than the horizontal F A E, the rays which fall on C A D will be brought to a focus G, and those falling on F A E at B. If we divide the pencil of rays at successive points, G, H, I, K, B, by a section perpendicular to A B, the various forms it would present at these points are seen in the figures underneath, so that if the eye were placed at G, it would see a horizontal line a a′; if at H, an ellipse with the long axis a a′ parallel to A B; if at I, a circle; if at K, an ellipse, with the long axis, b c, at right angles to A B; and if at B, a vertical line b c. The degree of astigmatism is ascertained by measuring the difference of refraction in the two chief meridians; and the defect is corrected by the use of cylindrical glasses, the curvature of which, added to that of the minimum meridian, makes its focal length equal to that of the maximum meridian.
Date published 1911
Source “Vision,” Encyclopædia Britannica (11th ed.), v. 28, 1911, p. 133, fig. 8.
Author Unknown artistUnknown artist
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(Reusing this file)
Public domain This image comes from the 13th edition of the Encyclopædia Britannica or earlier. The copyrights for that book have expired in the United States because the book was first published in the US with the publication occurring before January 1, 1929. As such, this image is in the public domain in the United States.

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current17:42, 15 September 2021Thumbnail for version as of 17:42, 15 September 2021937 × 647 (130 KB)Bob Burkhardt{{Information |description = {{en|1=The optical explanation of the defect of astigmatism will be understood with the aid of this figure. Thus, suppose the vertical meridian C A D to be more strongly curved than the horizontal F A E, the rays which fall on C A D will be brought to a focus G, and those falling on F A E at B. If we divide the pencil of rays at successive points, G, H, I, K, B, by a section perpendicular to A B, the various forms it would present at these points are seen in the f...

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