2013
DOI: 10.1364/boe.4.002347
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Quantitative laser speckle flowmetry of the in vivo microcirculation using sidestream dark field microscopy

Abstract: Abstract:We present integrated Laser Speckle Contrast Imaging (LSCI) and Sidestream Dark Field (SDF) flowmetry to provide real-time, noninvasive and quantitative measurements of speckle decorrelation times related to microcirculatory flow. Using a multi exposure acquisition scheme, precise speckle decorrelation times were obtained. Applying SDF-LSCI in vitro and in vivo allows direct comparison between speckle contrast decorrelation and flow velocities, while imaging the phantom and microcirculation architectu… Show more

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Cited by 31 publications
(64 citation statements)
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“…With this hypothesis, we assume that 1) a single voxel at a functional blood vessel has a time scale of random fluctuations of OCT speckle owing to random motion of RBCs passing through this voxel (here, most of constituents of blood are assumed to be red blood cells), and 2) the OCT speckle dynamics at single voxel can be quantified by using the temporal statistics of the speckle pattern. For the temporal assessment of speckle dynamics, usually, the characteristic decorrelation time τ c is derived through the Siegert relation: g 2 (τ) = 1 + β M |g 1 (τ)| 2 [22], where β M is a measurement-geometry specific constant, g 1 (τ) and g 2 (τ) are the autocorrelation functions of scattered electric field and intensity, respectively. However, because of difficulty in direct derivation of τ c from the g 1 (τ), most of LSCI investigations have been focused on the spatial assessment of speckle dynamics for derivation of τ c .…”
Section: Basic Conceptmentioning
confidence: 99%
See 2 more Smart Citations
“…With this hypothesis, we assume that 1) a single voxel at a functional blood vessel has a time scale of random fluctuations of OCT speckle owing to random motion of RBCs passing through this voxel (here, most of constituents of blood are assumed to be red blood cells), and 2) the OCT speckle dynamics at single voxel can be quantified by using the temporal statistics of the speckle pattern. For the temporal assessment of speckle dynamics, usually, the characteristic decorrelation time τ c is derived through the Siegert relation: g 2 (τ) = 1 + β M |g 1 (τ)| 2 [22], where β M is a measurement-geometry specific constant, g 1 (τ) and g 2 (τ) are the autocorrelation functions of scattered electric field and intensity, respectively. However, because of difficulty in direct derivation of τ c from the g 1 (τ), most of LSCI investigations have been focused on the spatial assessment of speckle dynamics for derivation of τ c .…”
Section: Basic Conceptmentioning
confidence: 99%
“…For this, we utilize the speckle contrast analytical models that have been already well-established in the many LSCI literatures [21,22]. Table 1 shows the modified Siegert relation based speckle visibility expressions for different scattering regimes and different velocity distributions.…”
Section: Derivation Of Temporal Decorrelation Timementioning
confidence: 99%
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“…Particularly, the use of multiple camera exposures spanning nearly three decades of duration has enabled better sampling and mapping of the flow distributions in the specimen. Therefore, MESI is quickly being recognized as a substantial and necessary step in the progression of laser speckle flowmetry [22][23][24][25][26].…”
Section: Introductionmentioning
confidence: 99%
“…The increased depth of light penetration into the tissue using SDF allows the deeper arterioles to be clearly observed in the sublingual area where it is usually placed. The imaging output on a monitor portrays RBCs flowing as a dark moving globules against a white/grayish background [8]. Imaging optimization correcting for motion-induced hemoglobin blurring (i.e., flowing RBCs) has been resolved by synchronizing the LED light pulse illumination with the CCD camera frame rate, resulting in intravital stroboscopy using short illumination intervals (13 ms).…”
Section: A Principle Of Sdf Imagingmentioning
confidence: 99%