Welcome at the Institute for Nano- and Microfluidics!
We deal with transport phenomena in fluids on the nano- and micrometer scale. We are particularly interested in basic research with the intention of paving the way for novel applications. Our approach is based on a “bottom-up” strategy, i.e. the research is knowledge-driven. Breaking new scientific ground fascinates us, but we keep applications in mind. These can be in different fields such as sustainability, energy conversion, process engineering or (bio)chemical analytics.
Our research covers a broad range of topics and combines experimental, theoretical and numerical approaches. Our fields of work include gas kinetics on the nanoscale, transport processes in electrolyte solutions and at liquid interfaces, wetting phenomena, and separation processes for biomolecules.
In teaching, we offer master's level courses that reflect our research approach. This means that great importance is attached to the understanding of phenomena and processes, but these are also considered in an application context.
If we have aroused your interest, we would be pleased to hear from you!
September 8, 2022
Tuning the wavelength of electrically induced waves
When a time-varying electric field acts on the interface between two immiscible liquids, characteristic waves form at the interface. A similar thing happens when two superposed liquids are vibrated using a shaker. These interface waves form in a self-organization process, and up to now, it was unknown how to tune their wavelength. We have found a way to exactly do that, as we show in a recently published paper: We superpose the time-varying field that drives the waves with a constant field. The results nicely agree with the predictions of a theoretical model we have developed.
September 7, 2022
New group member: Doyel Pandey
A few days ago, Dr. Doyel Pandey joined our group. She holds a PhD from the Indian Institute of Technology Kharagpur and will study thermally-induced transport processes in nanochannels, funded by a French-German co-operation project (ANR-DFG).
August 31, 2022
Phase transitions in evaporating drops
When a sessile aqueous drop containing different types of polymers evaporates, a demixing phase transition can occur. This means that small droplets nucleate inside the initially homogeneous polymer solution, which happens when the drop contains two polymer species that “like to stay away from each other”. During this complex phase separation process, a number of intriguing physical processes are observed. We describe and explain some of these phenomena in a recently published paper.
August 11, 2022
New group member: Steffen Bißwanger
A few days ago, Steffen Bißwanger joined our group. He will pursue his PhD and study channel flows of ternary liquid mixtures in which phase change occurs.
March 24, 2022
Electrically-induced Faraday waves
It is well-known that wave patterns (so-called Faraday waves) emerge on a vibrated liquid film. Not only mechanical forces can induce such wave patterns, but also electric forces, for example when keeping the liquid in a parallel-plate capacitor to which an AC voltage is applied. Remarkably, electrically induced Faraday waves have hardly been studied experimentally, although electric forcing offers options to control the wave patterns not available with mechanical forcing. We have studied the wave patterns of the electrically induced Faraday instability for the first time and compared them to theoretical predictions accounting for viscosity effects, with the result that there is a good agreement between experiments and theory.
March 10, 2022
New group member: Salar Farrokhi
A few days ago, Salar Farrokhi joined our group. He will pursue his PhD and study dynamic wetting on microstructured surfaces.
January 12, 2022
Coalescence control using electric fields
Controlling the coalescence of droplets is a key requirement in microfluidics. In that context, “controlling” often means avoiding the undesired coalescence of droplets. For this purpose, usually surfactants are employed, which, however, are detrimental in a number of applications. We have shown how droplet coalescence can be suppressed without surfactants simply by placing the droplets in a homogeneous electric field. The electric field redistributes the charges in such a way that a repulsive force between two nearby droplets is created. We believe that this principle may find widespread applications in droplet microfluidics wherever surfactants need to be avoided.
January 5, 2022
From Taylor cones to surface dimples
It is well known that fluid interfaces disintegrate under sufficiently strong electric fields, leading to electrohydrodynamic tip streaming, often in form of a Taylor cone. However, when we studied the influence of a local electric field on an oil-water interface, an alternative deformation mode emerged: Here, the interface is pushed away from the electrode, and additional cone structures form at the rim of the dimple. Using experimental and numerical methods, we show that small droplets inside the oil phase play a crucial role in the dimple formation. They induce a background flow, which in turn perturbs the interface.
October 19, 2021
Partial droplet coalescence – where does it end?
When an electric field derives a water droplet to an interface between oil and water, under certain circumstances partial coalescence is observed. This means that instead of merging with the water volume, the droplet bounces back, whereupon it looses a part of its volume. The product droplet can again be driven to the oil-water interface, and the whole process can be repeated, resulting in sucessively smaller droplets. We have performed corresponding experiments with a large number of successive partial-coalescence events and could produce droplets with diameters of about 400 nm. The fact that we could not observe any smaller droplets is probably due to the optical resolution limits of our microscope. Would this process still work for droplet diameters of a few nanometers?
New group member: Arman Sadeghi
A few days ago, Professor Arman Sadeghi joined our group. Before that, he worked as Associate Professor at the University of Kurdistan, Iran. He is funded by the Alexander von Humboldt Foundation in terms of a Humboldt Research Fellowship.
October 10, 2021
New group member: Qingwen Dai
A few days ago, Dr. Qingwen Dai joined our group. Before that, he worked as a lecturer at Nanjing University of Aeronautics & Astronautics, China. He is funded by the Alexander von Humboldt Foundation in terms of a Humboldt Research Fellowship.
Article published in Annual Review of Fluid Mechanics
Recently, an article entitled “Flow and Drop Transport Along Liquid-Infused Surfaces”, authored by Steffen Hardt and Glen McHale, was published in the Annual Review of Fluid Mechanics. In this article, recent developments related to liquid-infused surfaces are reviewed from a fluid mechanics perspective. It covers a spectrum ranging from single-phase flow along liquid-infused surfaces to dynamic wetting processes. A preprint of the article can be found here:
September 21, 2021
New group member: Satarupa Dutta
A few days ago, Dr. Satarupa Dutta joined our group. She recently obtained her PhD at the Indian Institute of Technology Guwahati and will study thermoelectric energy conversion in nanochannels in the framework of the EU project TRANSLATE, together with Rajkumar Sarma.
August 24, 2021
Hydrodynamic dispersion in Hele-Shaw flows
In the 1950s, Taylor and Aris published their landmark results on the spreading of a dissolved species in unidirectional flow, i.e., in a tube or a channel, referred to as Taylor-Aris dispersion. We have considered flows between parallel-plates (so-called Hele-Shaw flows), which are no longer unidirectional, but may exhibit complex patterns owing to inhomogeneous wall boundary conditions. For such scenarios, we have asked how a dissolved species may spread. We have been able to reduce the 3D advection-diffusion equation for the concentration field to a 2D dispersion equation that may be viewed as a generalization of Taylor-Aris dispersion. We believe that in the future this equation could find widespread use in simplifying simulations of hydrodynamic dispersion in microfluidics.