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Corrected Rowland circle by the least-squares method

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Abstract

The authors have obtained a quadratic form of the optical path function for a one-dimensional concave grating using the method of least squares, and have derived a corrected Rowland circle. It is not a circle but is very close to a circle. A property of the corrected Rowland circle is examined by means of ray tracing.

© 1980 Optical Society of America

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