2014
DOI: 10.1007/978-1-4939-1752-5_19
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The Laurdan Spectral Phasor Method to Explore Membrane Micro-heterogeneity and Lipid Domains in Live Cells

Abstract: In this method paper we describe the spectral phasor analysis applied to Laurdan emission for the assessment of the fluidity of different membranes in live cells. We first introduce the general context and then we show how to obtain the spectral phasor from data acquired using a commercial microscope.

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Cited by 48 publications
(43 citation statements)
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“…After the analysis we found two interesting features. First, in agreement with previous observations [2,40], cell membranes other than LB-like structures (green cursor, Figure 5A and B) fall between the limits of the l d − l o trajectory defined by the lamellar model membranes used as references (red and purple cursors respectively, Figure 5A and B). This observation indicates that the physical features of these membranes can be described as a linear combination of the l d and l o phases as observed in our reference membrane models.…”
Section: Discussionsupporting
confidence: 91%
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“…After the analysis we found two interesting features. First, in agreement with previous observations [2,40], cell membranes other than LB-like structures (green cursor, Figure 5A and B) fall between the limits of the l d − l o trajectory defined by the lamellar model membranes used as references (red and purple cursors respectively, Figure 5A and B). This observation indicates that the physical features of these membranes can be described as a linear combination of the l d and l o phases as observed in our reference membrane models.…”
Section: Discussionsupporting
confidence: 91%
“…The fluorescence spectra at each pixel from the LAURDAN fluorescence spectral images were Fourier transformed, as previously described [1,2]. Briefly, the LAURDAN spectrum obtained for each pixel is transformed using the following mathematical expressions: normalx coordinate=G=ΣλIfalse(λfalse).italiccosfalse(2πnfalse(λλifalse)/Lfalse)ΣλIfalse(λfalse) normaly coordinate=S=ΣλIfalse(λfalse).italicsinfalse(2πnfalse(λλifalse)/Lfalse)ΣλIfalse(λfalse) where I(λ) is the intensity at each channel step of the spectrum (32 steps), n is the number of the harmonic and L the length of the spectrum taken (728–416 = 312 nm for our experiments).…”
Section: Methodsmentioning
confidence: 99%
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