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'''Diffusing-wave spectroscopy''' ('''DWS''') is an optical technique derived from [[dynamic light scattering]] (DLS) that studies the dynamics of scattered light in the limit of strong multiple scattering.<ref>
{{cite journal
|doi=10.1007/BF01303762▼
|title=Multiple light scattering from disordered media. The effect of brownian motion of scatterers
▲ |author=G. Maret, P. E. Wolf
|journal=[[Zeitschrift für Physik B]]
|year=1987▼
▲ Multiple light scattering from disordered media. The effect of brownian motion of scatterers|journal=[[Zeitschrift für Physik B: Condensed Matter]]
|volume=65 |pages=409
▲ |doi=10.1007/BF01303762
|bibcode = 1987ZPhyB..65..409M
|issue=4 |s2cid=121962976 }}</ref><ref>
{{cite journal
|
|title=Diffusing wave spectroscopy
▲ Diffusing wave spectroscopy|journal=[[Physical Review Letters]]
▲ |volume=60 |pages=1134
|doi=10.1103/PhysRevLett.60.1134
|bibcode=1988PhRvL..60.1134P
}}</ref> It has been widely used in the past to study colloidal [[suspension]]s, [[emulsions]], [[foams]], gels, biological media and other forms of [[soft matter]]. If carefully calibrated, DWS allows the quantitative measurement of microscopic motion in a soft material, from which the [[rheological]] properties of the complex medium can be extracted ''via'' the so-called [[microrheology]] approach.▼
|issue=12
▲|pmid=10037950 }}</ref> It has been widely used in the past to study colloidal [[Suspension (chemistry)|suspension]]s, [[emulsions]], [[foams]], gels, biological media and other forms of [[soft matter]]. If carefully calibrated, DWS allows the quantitative measurement of microscopic motion in a soft material, from which the [[rheological]] properties of the complex medium can be extracted
==One-speckle diffusing-wave spectroscopy==
Laser light is sent to the sample and the outcoming transmitted or backscattered light is detected by an optoelectric sensor. The light intensity detected is the result of the interference of all the optical waves coming from the different light paths.
<gallery>
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The signal is analysed by calculating the intensity [[autocorrelation]] function called g<sub>2</sub>.
<math>g_2(\tau)=\frac{
For the case of non-interacting particles suspended in a (complex) fluid a direct relation between g<sub>2</sub>-1 and the [[mean
{{cite journal
|author=F. Scheffold
|author-link=Frank Scheffold
|title=New trends in optical microrheology of complex fluids and gels
|journal=[[Progress in Colloid and Polymer Science]]▼
|url=http://w3.lcvn.univ-montp2.fr/~lucacip/NewTrendsMicroRheology.pdf
|volume=123 |pages=141–146▼
▲ |journal=[[Progress in Colloid and Polymer Science]]
|volume=123
|doi=10.1007/b11748
|isbn=978-3-540-00553-7
|display-authors=etal
|url-status=dead
|archiveurl=https://web.archive.org/web/20110721023401/http://w3.lcvn.univ-montp2.fr/~lucacip/NewTrendsMicroRheology.pdf
|archivedate=2011-07-21
}}</ref>
<math>g_2(\tau)-1=[\int {ds P(s) \exp(-(s/l*)k_0^2
with <math>k_0=\frac{2\pi n}{\lambda}</math> and <math>l*</math> is the transport mean free path of scattered light.
For simple cell geometries, it is thus possible to calculate the mean
<math>g_2(\tau)-1=\exp
For less thick cells and in transmission, the relationship depends also on l* (the transport length).<ref>
{{cite book
|
|chapter=Diffusing-wave spectroscopy
|editor=W. Brown
Line 54 ⟶ 62:
|pages=652–720
|publisher=[[Clarendon Press]]
|isbn=
}}</ref>
For quasi-transparent cells, an angle-independent variant method called cavity amplified scattering spectroscopy<ref>{{Cite journal |last1=Graciani |first1=Guillaume |last2=King |first2=John T. |last3=Amblard |first3=François |date=2022-08-30 |title=Cavity-Amplified Scattering Spectroscopy Reveals the Dynamics of Proteins and Nanoparticles in Quasi-transparent and Miniature Samples |url=https://pubs.acs.org/doi/10.1021/acsnano.2c06471 |journal=ACS Nano |volume=16 |issue=10 |language=en |pages=16796–16805 |doi=10.1021/acsnano.2c06471 |pmid=36039927 |arxiv=2111.09616 |s2cid=244345602 |issn=1936-0851}}</ref> makes use of an [[integrating sphere]] to isotropically probe samples from all directions, elongating photon paths through the sample in the process, allowing for the study of low turbidity samples under the DWS formalism.
==Multispeckle Diffusing-Wave Spectroscopy (MSDWS)==▼
This technique either uses a camera to detect many speckle grains (see [[speckle pattern]]) or a ground glass to create a large number of speckle realizations (Echo-DWS <ref>http://spie.org/x8591.xml?highlight=x2404&ArticleID=x8591</ref>). In both cases an average over a large number of statistically independent intensity values is obtained, allowing a much faster data acquisition time.▼
▲This technique either uses a camera to detect many speckle grains (see [[speckle pattern]]) or a ground glass to create a large number of speckle realizations (Echo-DWS
<gallery>
Image:figureMSDWS.png|Typical setup of Multispeckle Diffusing-wave spectroscopy
</gallery>
<math>g_2(\tau)=\frac{
MSDWS is particularly adapted for the study of slow dynamics and non ergodic media. Echo-DWS allows seamless integration of MSDWS in a traditional DWS-scheme with superior [[temporal resolution]] down to 12 ns.<ref>
{{cite journal
|
|title=Multispeckle diffusing-wave spectroscopy with a single-mode detection scheme
|journal=[[Physical Review E]]
|volume=73 |issue=1 |pages=011413
|doi=10.1103/PhysRevE.73.011413
|pmid=16486146 |arxiv = cond-mat/0509637 |bibcode = 2006PhRvE..73a1413Z |s2cid=6251182 }}</ref> Camera based adaptive image processing allows online measurement of particle dynamics for example during drying.<ref>
{{cite journal
|author1=L. Brunel |author2=A. Brun |author3=P. Snabre |author4=L. Cipelletti |title=Adaptive Speckle Imaging Interferometry: a new technique for the analysis of microstructure dynamics, drying processes and coating formation
|url=http://www.opticsinfobase.org/oe/abstract.cfm?uri=oe-15-23-15250
▲ Adaptive Speckle Imaging Interferometry: a new technique for the analysis of microstructure dynamics, drying processes and coating formation|url=http://www.opticsinfobase.org/oe/abstract.cfm?uri=oe-15-23-15250
|journal=[[Optics Express]]
|volume=15 |issue=23 |pages=15250–15259
|year=2007
|doi=10.1364/OE.15.015250
|bibcode = 2007OExpr..1515250B
|pmid=19550809|arxiv = 0711.1219 |s2cid=5753232 }}</ref>
==References==
{{
==External links==
*[https://web.archive.org/web/20110930154856/http://www.formulaction.com/technology_dws.html Diffusing Wave Spectroscopy Overview with video]
*[http://www.lsinstruments.ch/technology/diffusing_wave_spectroscopy_dws/ Diffusing Wave Spectroscopy Overview with Animations] {{Webarchive|url=https://web.archive.org/web/20140520215951/http://www.lsinstruments.ch/technology/diffusing_wave_spectroscopy_dws |date=2014-05-20 }}
*[http://www.lsinstruments.ch/technology/diffusing_wave_spectroscopy_dws/dws_particle_sizing/ Particle Sizing using Diffusing Wave Spectroscopy] {{Webarchive|url=https://web.archive.org/web/20140520220247/http://www.lsinstruments.ch/technology/diffusing_wave_spectroscopy_dws/dws_particle_sizing/ |date=2014-05-20 }}
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[[Category:Soft matter]]
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