Heterogeneous Drying Stresses in Stratum Corneum

Slides:



Advertisements
Similar presentations
G.K. German, E. Pashkovski, E.R. Dufresne  Journal of Biomechanics 
Advertisements

Volume 94, Issue 1, Pages (January 2008)
From: Curling of a Heated Annulus
Madoka Suzuki, Hideaki Fujita, Shin’ichi Ishiwata  Biophysical Journal 
Arikta Biswas, Amal Alex, Bidisha Sinha  Biophysical Journal 
Volume 103, Issue 5, Pages (September 2012)
Probing Membrane Order and Topography in Supported Lipid Bilayers by Combined Polarized Total Internal Reflection Fluorescence-Atomic Force Microscopy 
Volume 104, Issue 1, Pages (January 2013)
Rapid Assembly of a Multimeric Membrane Protein Pore
Precision and Variability in Bacterial Temperature Sensing
Statistical Deconvolution for Superresolution Fluorescence Microscopy
Chiu Shuen Hui, Henry R. Besch, Keshore R. Bidasee  Biophysical Journal 
Volume 103, Issue 10, Pages (November 2012)
Substrate Viscosity Enhances Correlation in Epithelial Sheet Movement
Shijie He, Chenglin Liu, Xiaojun Li, Shaopeng Ma, Bo Huo, Baohua Ji 
Volume 107, Issue 11, Pages (December 2014)
Philipp J. Albert, Ulrich S. Schwarz  Biophysical Journal 
Volume 106, Issue 12, Pages (June 2014)
Phase Transitions in Biological Systems with Many Components
Modeling Endoplasmic Reticulum Network Maintenance in a Plant Cell
Joseph M. Johnson, William J. Betz  Biophysical Journal 
Quantifying Cell Adhesion through Impingement of a Controlled Microjet
Volume 105, Issue 10, Pages (November 2013)
Dongdong Li, Jun Xiong, Anlian Qu, Tao Xu  Biophysical Journal 
Hirokazu Tanimoto, Masaki Sano  Biophysical Journal 
Christopher B. Stanley, Tatiana Perevozchikova, Valerie Berthelier 
Worms under Pressure: Bulk Mechanical Properties of C
Volume 98, Issue 11, Pages (June 2010)
Cellular Contraction Can Drive Rapid Epithelial Flows
Singular Behavior of Slow Dynamics of Single Excitable Cells
Qiaochu Li, Stephen J. King, Ajay Gopinathan, Jing Xu 
Volume 109, Issue 12, Pages (December 2015)
Volume 90, Issue 3, Pages (February 2006)
A 3-D Model of Ligand Transport in a Deforming Extracellular Space
Modulating Vesicle Adhesion by Electric Fields
Volume 114, Issue 12, Pages (June 2018)
Abir M. Kabbani, Christopher V. Kelly  Biophysical Journal 
Volume 111, Issue 7, Pages (October 2016)
Cell Surface Topography Is a Regulator of Molecular Interactions during Chemokine- Induced Neutrophil Spreading  Elena. B. Lomakina, Graham Marsh, Richard E.
Volume 111, Issue 2, Pages (July 2016)
Volume 98, Issue 6, Pages (March 2010)
Volume 99, Issue 8, Pages (October 2010)
The Mechanics of FtsZ Fibers
Substrate Deformation Predicts Neuronal Growth Cone Advance
Volume 107, Issue 11, Pages (December 2014)
Focal Adhesion Kinase Stabilizes the Cytoskeleton
Volume 90, Issue 7, Pages (April 2006)
Static and Dynamic Errors in Particle Tracking Microrheology
Dynamics of Active Semiflexible Polymers
Volume 105, Issue 10, Pages (November 2013)
Volume 114, Issue 6, Pages (March 2018)
Volume 83, Issue 5, Pages (November 2002)
Volume 111, Issue 4, Pages (August 2016)
Venkat Maruthamuthu, Margaret L. Gardel  Biophysical Journal 
Quantitative Analysis of the Viscoelastic Properties of Thin Regions of Fibroblasts Using Atomic Force Microscopy  R.E. Mahaffy, S. Park, E. Gerde, J.
Philip J. Robinson, Teresa J.T. Pinheiro  Biophysical Journal 
R. Gueta, D. Barlam, R.Z. Shneck, I. Rousso  Biophysical Journal 
Volume 97, Issue 7, Pages (October 2009)
Volume 98, Issue 1, Pages (January 2010)
Interaction of Oxazole Yellow Dyes with DNA Studied with Hybrid Optical Tweezers and Fluorescence Microscopy  C.U. Murade, V. Subramaniam, C. Otto, Martin.
Volume 105, Issue 10, Pages (November 2013)
John E. Pickard, Klaus Ley  Biophysical Journal 
How Cells Tiptoe on Adhesive Surfaces before Sticking
Modeling Endoplasmic Reticulum Network Maintenance in a Plant Cell
The Role of Network Architecture in Collagen Mechanics
Volume 98, Issue 9, Pages (May 2010)
Madoka Suzuki, Hideaki Fujita, Shin’ichi Ishiwata  Biophysical Journal 
Volume 115, Issue 6, Pages (September 2018)
Quantitative Modeling and Optimization of Magnetic Tweezers
Volume 110, Issue 12, Pages (June 2016)
Presentation transcript:

Heterogeneous Drying Stresses in Stratum Corneum G.K. German, W.C. Engl, E. Pashkovski, S. Banerjee, Y. Xu, A.F. Mertz, C. Hyland, E.R. Dufresne  Biophysical Journal  Volume 102, Issue 11, Pages 2424-2432 (June 2012) DOI: 10.1016/j.bpj.2012.04.045 Copyright © 2012 Biophysical Society Terms and Conditions

Figure 1 SC topography. (a) Stitched bright-field image (6000 × 12,000 pixels) of a hydrated (99% R.H.) circular sample of porcine SC (R = 3.1 mm) adhered to elastomer substrate (E = 130 ± 9 kPa). (Scale bar) 1 mm. (b) Magnified view of a typical region of SC highlighting polygonal-shaped cluster/canyon regions. (Scale bar) 250 μm. (c) Three-dimensional confocal image of a cluster region stained with BODIPY FL C12 lipid dye. (Solid line) Location of the surrounding canyon. (Dashed line) Profile view displayed in panel d. (Horizontal scale bar) 50 μm. (d) Cross section through a cluster highlighting the canyon features. (Vertical and horizontal scale bars) 1 μm and 50 μm, respectively. This scaling has been employed for visual clarity. Biophysical Journal 2012 102, 2424-2432DOI: (10.1016/j.bpj.2012.04.045) Copyright © 2012 Biophysical Society Terms and Conditions

Figure 2 Heterogeneous deformation. (a) Schematic representation of the geometry of the substrate layer and the location of the fluorescent marker beads. (b) Transmitted light stitched image (1.65 × 0.66 mm) highlighting the topographical features at the edge of a circular SC sample. The edge of the sample is in the upper right of the image. The scale bar denotes 250 μm. (c) Overlay of filtered transmitted light images in panel b when fully equilibrated to 99% R.H. (gray/red) and after drying and equilibration to 25 ± 3% R.H. (black). The images have been translated so that the edges of the sample are coincident. (Arrows) Direction of deformation. Biophysical Journal 2012 102, 2424-2432DOI: (10.1016/j.bpj.2012.04.045) Copyright © 2012 Biophysical Society Terms and Conditions

Figure 3 Deformation and traction stress in drying stratum corneum. Heat maps describing spatial variations in drying SC deformation at height z = z0 within the adherent E = 130 kPa elastomer substrate. Deformations have been decomposed into (a) radial and (b) azimuthal directions. Drying occurs when fully hydrated SC is adhered to the substrate and allowed to dry from 99% R.H. to 54 ± 3% R.H. in a controlled environment over a 12 h period to ensure equilibration. Heat maps describing spatial variations in drying traction stress at the interface between SC and elastomer (z = h) decomposed into (c) radial and (d) azimuthal directions. (e) Azimuthally averaged radial (u⇀r, dashed line) and azimuthal deformations (u⇀θ, dot-dashed line) at z = z0 within the substrate, plotted against dimensionless radial position r/R. Shaded regions surrounding the lines indicate the standard deviation about the mean. (Solid black curve) Least-square best fit of the radial displacement profile at z = z0 using Eq.10 with α = 0.027 and β = 4.2, as discussed later. Biophysical Journal 2012 102, 2424-2432DOI: (10.1016/j.bpj.2012.04.045) Copyright © 2012 Biophysical Society Terms and Conditions

Figure 4 Drying behavior on substrates with different elastic moduli. (a) Mean-edge radial drying displacement plotted against the elastic modulus of the substrate. (Solid symbols) Individual measurements of drying-edge displacements in samples adhered to a deformable substrate with 3 ≤ E ≤ 750 kPa. (Solid line) Best-fit edge deformation profile from Eq. 10 with ESC = 40 MPa. (b) Mean radial traction stress σrz(R) at the edge of SC samples plotted against substrate elastic modulus. (Solid symbols) Individual measurements of drying-edge traction stress in samples adhered to a deformable substrate with 3 ≤ E ≤ 750 kPa. Laboratory conditions are stable at 25 ± 3% R.H. in each experiment. (Solid line) Edge-stress predictions based on Eq. 10 and σrz = Yur. (In both a and b, dotted lines represent variations in model predictions based on the measured standard deviation of free drying SC, ur(R) = −55.1 ± 10.9 μm (n = 3).) (c) Temporal variation in average traction stress at the edge of a typical SC sample (R = 3.1 mm) adhered to an E = 130 kPa substrate drying to 25% R.H. from an initially hydrated state. The dashed line (t = 90 min) indicates the selected drying timescale for the measurements in panels b and c. Biophysical Journal 2012 102, 2424-2432DOI: (10.1016/j.bpj.2012.04.045) Copyright © 2012 Biophysical Society Terms and Conditions

Figure 5 Heterogeneous drying in SC. (a) Heterogeneity map of drying radial displacements at height z = z0 within the substrate arising after drying of the SC from 99% to 54 ± 3% R.H. and produced by subtracting the projected model component of radial displacement in Fig. 3 e at each radial position r from local radial deformation field components in Fig. 3 a with equivalent radial position u′r(r,θ,z0) = ur(r,θ,z0) – ur(r,θ,z0)Model. The box corresponds to the region described in Fig. 6. (b) Comparison of model (circle) and measured (cross) azimuthally averaged Fourier transforms of the radial displacement fields plotted against wave vector. (Vertical dashed line) k = 9 mm−1; the wave vector at which model and measured profiles deviate by >30%. (Shaded region) Measured spatial resolution limit; calculated by performing the same process on an array equal in size to the measured displacement field and populated with a random Gaussian distribution of displacements with a standard deviation equal to the measured RMS level of ±560 nm outside the sample. Biophysical Journal 2012 102, 2424-2432DOI: (10.1016/j.bpj.2012.04.045) Copyright © 2012 Biophysical Society Terms and Conditions

Figure 6 Correlation of traction stresses and SC topography. Quiver plot of traction stress within the inner (2.9 mm × 2.9 mm) region of a circular sample after drying from 99% R.H. and equilibrating to 54 ± 3% R.H. over 12 h overlaid on a bright-field stitched image of the region to highlight the spatial correlation of traction stress and topography. Arrows are color-scaled by stress magnitude from maximum (white, |σiz| = 8.46 kPa) to minimum (black, |σiz| = 0 kPa). Only one in nine of the arrows have been plotted in the image to aid visual clarity. Biophysical Journal 2012 102, 2424-2432DOI: (10.1016/j.bpj.2012.04.045) Copyright © 2012 Biophysical Society Terms and Conditions