4.4 Article

Contact Angles of Sessile Droplets Deposited on Rough and Flat Surfaces in the Presence of External Fields

期刊

出版社

EDP SCIENCES S A
DOI: 10.1051/mmnp/20127401

关键词

electrowetting; dependence of interfacial tensions on external fields Cassie and Wenzel models; line tension; excess free energy variation; transversality conditions

向作者/读者索取更多资源

The paper proposes a general framework allowing the analysis of wetting problems in the situation when interfacial tensions depend on external fields. An equation predicting apparent contact angles of sessile droplets deposited on rough surfaces in the presence of external fields is derived. The problem of wetting is discussed in the framework of the variational approach. Derivation of a general equation generalizing the Cassie and Wenzel approaches is presented. The effects related to the line tension which are important for nano-structured surfaces are considered.

作者

我是这篇论文的作者
点击您的名字以认领此论文并将其添加到您的个人资料中。

评论

主要评分

4.4
评分不足

次要评分

新颖性
-
重要性
-
科学严谨性
-
评价这篇论文

推荐

Article Chemistry, Multidisciplinary

Investigation of the Impact of Cold Plasma Treatment on the Chemical Composition and Wettability of Medical Grade Polyvinylchloride

Edward Bormashenko, Irina Legchenkova, Shiri Navon-Venezia, Mark Frenkel, Yelena Bormashenko

Summary: The impact of different plasma treatments on medical grade polyvinylchloride in terms of wettability and chemical composition was studied. Corona plasma treatment significantly enhanced its hydrophilic properties, while oxidation was hardly correlated with hydrophobic recovery, mainly attributable to the bulk mobility of polymer chains.

APPLIED SCIENCES-BASEL (2021)

Article Physics, Multidisciplinary

Survival of Virus Particles in Water Droplets: Hydrophobic Forces and Landauer's Principle

Edward Bormashenko, Alexander A. Fedorets, Leonid A. Dombrovsky, Michael Nosonovsky

Summary: Viruses self-assemble in water environments through hydrophobic forces, driven by the system's tendency to attain the maximum disordered state, similar to entropic forces in information systems. These interactions also exhibit similarities with self-assembly processes in colloidal crystals, droplet clusters, and liquid marbles on the submicron scale.

ENTROPY (2021)

Article Physics, Multidisciplinary

Rotating Minimal Thermodynamic Systems

Edward Bormashenko

Summary: This study addresses minimal rotating thermodynamic systems and examines the conditions for recording and erasing information as well as the role of symmetry.

ENTROPY (2022)

Article Physics, Multidisciplinary

Magnetic Entropic Forces Emerging in the System of Elementary Magnets Exposed to the Magnetic Field

Edward Bormashenko

Summary: The study explores the temperature-dependent entropic force between a matrix of magnets and direct current, finding that the entropic force acts as repulsion at a large distance and scales with temperature.

ENTROPY (2022)

Article Chemistry, Multidisciplinary

Shannon (Information) Measures of Symmetry for 1D and 2D Shapes and Patterns

Edward Bormashenko, Irina Legchenkova, Mark Frenkel, Nir Shvalb, Shraga Shoval

Summary: In this paper, informational (Shannon) measures of symmetry for patterns built of 1D and 2D shapes are introduced and analyzed. These measures characterize the uncertainty and appearance of symmetry elements in a pattern, are independent of pattern size and shape quantity, and are robust to long-range order. Additionally, the paper discusses the measures' applications in fractal patterns, mixed patterns, time evolution, and chemical reaction analysis.

APPLIED SCIENCES-BASEL (2022)

Article Chemistry, Physical

Interfacial behavior of intravitreally injected drugs simulated by models of the silicone oil filled eye

Anfisa Ayalon, Alexander Rubowitz, Pritam Kumar Roy, Shraga Shoval, Irina Legchenkova, Edward Bormashenko

Summary: This paper focuses on the behavior, migration, and distribution of commonly injected ophthalmic drugs in eyes filled with medical-grade silicone oil. The results from in vitro and ex vivo models show that the drugs quickly sink in the silicone oil and spread over the retinal surface, suggesting their effective use in eyes with silicone oil tamponade.

SURFACE INNOVATIONS (2022)

Review Physics, Multidisciplinary

From Chaos to Ordering: New Studies in the Shannon Entropy of 2D Patterns

Irina Legchenkova, Mark Frenkel, Nir Shvalb, Shraga Shoval, Oleg V. Gendelman, Edward Bormashenko

Summary: This study reports the properties of Voronoi tessellations generated from random 2D distribution points. By applying an iterative procedure, order can be introduced into an initially disordered system. However, the Shannon entropy is not an accurate measure of the level of order in the patterns.

ENTROPY (2022)

Article Physics, Multidisciplinary

Voronoi Tessellations and the Shannon Entropy of the Pentagonal Tilings

Edward Bormashenko, Irina Legchenkova, Mark Frenkel, Nir Shvalb, Shraga Shoval

Summary: We used a complete set of convex pentagons to achieve a plane filling without any overlaps or gaps using Voronoi tessellations. The Shannon entropy of the tessellations was calculated and it varied widely. We found that the most abundant Voronoi tessellations are made up of pentagons, hexagons, and heptagons, with pentagons and hexagons being the most common polygons.

ENTROPY (2023)

Article Chemistry, Physical

Effects of asymmetric cooling and surface wettability on the orientation of the freezing tip

Anton Starostin, Vladimir Strelnikov, Leonid A. Dombrovsky, Shraga Shoval, Oleg Gendelman, Edward Bormashenko

Summary: The freezing of water droplets on bare and superhydrophobic surfaces of polymer wedges was investigated both experimentally and computationally. Numerical calculations revealed that the direction of heat flux from the droplet through the thermal contact region with the wedge differs significantly from the normal to the wedge surface. A new computational model was proposed to account for the variable area of the water freezing front in the droplet, which accurately predicted the faster freezing on bare surface. The experimental results showed that the direction of the freezing cone axis was noticeably different for bare and superhydrophobic wedge surfaces due to the influence of the local heat flux direction.

SURFACE INNOVATIONS (2023)

Article Multidisciplinary Sciences

Voronoi Diagrams Generated by the Archimedes Spiral: Fibonacci Numbers, Chirality and Aesthetic Appeal

Mark Frenkel, Irina Legchenkova, Nir Shvalb, Shraga Shoval, Edward Bormashenko

Summary: This study reports on Voronoi mosaics inspired by seed points placed on the Archimedes Spirals. Voronoi (Shannon) entropy was calculated for these patterns. Equidistant and non-equidistant patterns were examined. The Voronoi tessellations generated by the seeds located on the Archimedes spiral demonstrated a switch in their chirality with linearly growing radial distance. The study also discusses the aesthetic attraction of the Voronoi mosaics arising from seed points placed on the Archimedes Spirals.

SYMMETRY-BASEL (2023)

Article Mathematics

A Note on the Geometry of Closed Loops

Nir Shvalb, Mark Frenkel, Shraga Shoval, Edward Bormashenko

Summary: In this paper, we use the Ramsey theory to study the geometrical characteristics of closed contours. By examining a set of six points arranged on a closed contour and connected as a complete graph, we find that the curve must contain at least one monochromatic triangle. This finding has practical applications in dynamical billiards. We also discuss Ramsey constructions arising from differential geometry and the applications of the Ramsey theory.

MATHEMATICS (2023)

Article Physics, Multidisciplinary

Shannon Entropy of Ramsey Graphs with up to Six Vertices

Mark Frenkel, Shraga Shoval, Edward Bormashenko

Summary: This paper introduces and calculates Shannon entropy for bi-colored Ramsey complete graphs, with up to six vertices. The graphs considered are complete graphs with two types of links, alpha-links and beta-links. The Shannon entropy is introduced to describe the uncertainty of monochromatic polygons in the given complete graph, and it is insensitive to the exact shape of the polygons but sensitive to their distribution. The suggested Shannon entropies, S alpha and S beta, are interpreted as the average uncertainty of finding specific colored polygons in the graph.

ENTROPY (2023)

Article Chemistry, Multidisciplinary

Universality of Scaling Laws Governing Contact and Spreading Time Spans of Bouncing Liquid Marbles and its Physical Origin

Abhishek Kaushal, Shraga Shoval, Bernard P. Binks, Edward Bormashenko

Summary: The impact of liquid marbles coated with different hydrophobic powders on various solid substrates was investigated. The contact time of the bouncing marbles was studied and a scaling behavior of the contact time as a function of Weber number was established. The spreading time and retraction time of the marbles were found to be weakly dependent on the Weber number. The scaling law changed at a threshold Weber number, which was attributed to the breaking of the Leidenfrost regime.

LANGMUIR (2023)

Article Chemistry, Physical

Apple-like Shape of Freezing Paraffin Wax Droplets and Its Origin

Pritam Kumar Roy, Shraga Shoval, Nir Shvalb, Leonid A. Dombrovsky, Oleg Gendelman, Edward Bormashenko

Summary: In this paper, the deformation of a paraffin wax droplet during solidification is studied through experiments and numerical simulations. It is found that the droplet's upper surface becomes nearly flat and a dimple is formed in the center, resembling the shape of a fruit. The formation of the dimple is attributed to the presence of the mushy zone between the liquidus and solidus of the paraffin wax. These findings contribute to a better understanding of the deformation mechanism of paraffin wax droplets.

MATERIALS (2023)

Article Physics, Fluids & Plasmas

Branched droplet clusters and the Kramers theorem

Mark Frenkel, Alexander A. Fedorets, Dmitry V. Shcherbakov, Leonid A. Dombrovsky, Michael Nosonovsky, Edward Bormashenko

Summary: In this study, scaling laws for polymer chains in two-dimensional levitating microdroplet clusters were examined. The results confirmed the predicted power exponent for 2D polymer chains and demonstrated the applicability of the Kramers theorem for branched droplet chains.

PHYSICAL REVIEW E (2022)

暂无数据