1998
DOI: 10.1063/1.1149130
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Silicon avalanche photodiodes as detectors for photon correlation experiments

Abstract: In view of time correlated photon-counting experiments using wavelengths at the red end of the electromagnetic spectrum, we developed a simple electronic circuit for periodical gated quenching of silicon avalanche photodiodes. We compare the performance of this device with commercially available passive and active quenching modules and a reference photomultiplier. The detection system’s nonlinearities, i.e., dead time and afterpulsing, lead to direct and indirect distortions of photocount correlation functions… Show more

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Cited by 23 publications
(19 citation statements)
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“…This e ect can be visualized by noting that nonlinear e ects reduce the modulation of the (Gaussian)¯uctuations of the sample. Again, the bar denotes a certain averaging over both detectors; typical values are expected to be · non º 0:9 for moderate count rates [21].…”
Section: Detector Nonlinearitiesmentioning
confidence: 99%
See 1 more Smart Citation
“…This e ect can be visualized by noting that nonlinear e ects reduce the modulation of the (Gaussian)¯uctuations of the sample. Again, the bar denotes a certain averaging over both detectors; typical values are expected to be · non º 0:9 for moderate count rates [21].…”
Section: Detector Nonlinearitiesmentioning
confidence: 99%
“…The scattered light is coupled into a single-mode ®bre, which assures a high intercept as already noted. The detectors that we use are silicon avalanche photodiodes with a gated quenched circuit, the merits of which have already been published [21]. Their TTL signals are fed into a digital correlator (ALV-5000/E).…”
Section: Polarizationmentioning
confidence: 99%
“…The straight line through g 12 t is a ®t to a single exponential which yields R 64X5 nm. For comparison, this ®t curve has been shifted to the data points of g 11 t. have an in¯uence on the data [16]. In addition, for strongly turbid samples, the statistical errors in determining the estimate for the true correlation function with the correlator play a role.…”
Section: Decorrelation Of Multiple Scatteringmentioning
confidence: 99%
“…It may seem that this configuration would remove the detector dead time effect because two successive photons detected at separate detectors appear to be free from the dead time effect of each detector. Unfortunately, the dead time effect on SOC nevertheless exists even in this usual configuration and the distortion in SOC is known to depend on the higher-order (N ≥ 3) correlation functions [11][12][13][14]. From this consideration, one can expect that it might be possible to extract the information on the higher-order correlations from the SOC measurement by analyzing the dead time effect.…”
Section: Introductionmentioning
confidence: 99%