1996
DOI: 10.1086/133801
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Exposure-Time Effects on Differential r0 Measurements

Abstract: Experimental results are presented indicating a causal effect between exposure time of the detection system and variations in measured differential stellar image motion. The variability is also dependent on atmospheric winds encountered along the entire propagation path at the precise time of measurement, making explicit comparison of experimental results with theory impractical. Earlier theoretical development is recast in terms of Fried's seeing parameter, r 0 , and collected data are tested for conformance … Show more

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Cited by 13 publications
(10 citation statements)
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“…Thus if we denote the temporal fluctuation of the image displacement from a pupil at a location as and the spatial fluctuation of the wavefront tilt (angle of arrival) as , the relation holds, where t is time and is the wind velocity. Note that this could be a valid assumption when the exposure time is sufficiently short (Soules et al 1996).…”
Section: Methods To Convert Data From a Dimm To Fried’s Parametermentioning
confidence: 99%
“…Thus if we denote the temporal fluctuation of the image displacement from a pupil at a location as and the spatial fluctuation of the wavefront tilt (angle of arrival) as , the relation holds, where t is time and is the wind velocity. Note that this could be a valid assumption when the exposure time is sufficiently short (Soules et al 1996).…”
Section: Methods To Convert Data From a Dimm To Fried’s Parametermentioning
confidence: 99%
“…We recall that in Martin (1987) and Soules et al (1996), the wind correction was estimated on the basis of model assumptions about the vertical OT profile C 2 n ( h ) and wind speed v ( h ). Estimations of this kind are useful for planning or analysis but are not suitable for the reduction of real data because of their low accuracy.…”
Section: Effect Of the Whole Atmospherementioning
confidence: 99%
“…The need to reduce this effect has led to the appearance of both theoretical (Martin 1987) and experimental (Soules et al 1996) studies of the impact of exposure on the power of differential image motion measured with the DIMM. The methods of correction developed by Martin (1987) and Soules et al (1996) require a priori information about the wind or some temporal characteristics of the image motion estimated during the measurement process. For this reason, the DIMM data are usually corrected for this bias using interlaced exposures.…”
Section: Introductionmentioning
confidence: 99%
“…This effect becomes apparent for strong winds in the boundary layer, where the main part of the turbulence is usually located, and at high altitudes with wind streams of 25–40 m s −1 . It is common to use a double‐exposure method when frames of single and double exposures are interlaced, and a certain extrapolation (Tokovinin 2002a) is exploited to obtain a ‘zero‐exposure’ variance estimation based on theoretical considerations (Martin 1987; Soules et al 1996).…”
Section: Ot‐measurement Data Reductionmentioning
confidence: 99%