Abstract

The intensity calibration of photographic emulsions is examined from the standpoint of nonlinear least-squares fits to analytic expressions. A simple but widely neglected expression for computing the propagated statistical error is used to examine the error in the relative exposure as determined from the fitted calibration function. The statistical error is also compared with the dependence on the choice of fit function, or model error. In the present applications, which replicate those obtainable routinely in emission spectroscopy, the relative intensity is obtainable to better than 10% over a 2-order-of-magnitude change in intensity.

© 1991 Optical Society of America

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