Abstract
Abstract Multiple-beam white light fringes of equal chromatic order are used for the study of the growth from solution of sodium chlorate. They are sharper and much more informative than monochromatic Fizeau fringes, and have proved to be very sensitive for the measurement of variation of concentration. The experimental results are found to be in agreement with the assumption of the existence of the quasi-stationary state theory introduced by Rieck and further developed recently by Frank. According to this theory, the radial gradient of concentration is analogous to a static potential field multiplied by a Gaussian cut off factor. The law relating the concentration to the radius is found to be of logarithmic form near the crystal and exponential at larger distances.
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