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Daniel J. Preston

Researcher at Rice University

Publications -  95
Citations -  3375

Daniel J. Preston is an academic researcher from Rice University. The author has contributed to research in topics: Medicine & Condensation. The author has an hindex of 22, co-authored 67 publications receiving 2181 citations. Previous affiliations of Daniel J. Preston include Massachusetts Institute of Technology & University of Alabama.

Papers
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An Ultrathin Nanoporous Membrane Evaporator.

TL;DR: In the high flux regime, the importance of convective transport caused by evaporation itself and Fick's first law of diffusion no longer applies is shown and paves the way for high flux phase-change devices.
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Effects of millimetric geometric features on dropwise condensation under different vapor conditions

TL;DR: In this paper, the effects of millimetric surface structures on dropwise condensation heat transfer under two different environments: pure vapor and an air-vapor mixture were investigated, and experimental results showed that, although convex structures enable faster droplet growth in an air vapor mixture, the same structures impose the opposite effect during pure vapor condensation, hindering droplet expansion.
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Toward Condensation-Resistant Omniphobic Surfaces.

TL;DR: A nanostructured surface that can repel liquids even during condensation is shown, consisting of isolated reentrant cavities with a pitch on the order of 100 nm to prevent droplets from nucleating and spreading within all structures.
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Electrically induced drop detachment and ejection

TL;DR: In this paper, the authors consider the eletrically-induced ejection of droplets from substrates of finite wettability and analyze how the energy conversion efficiency is affected by the applied voltage and the intrinsic contact angle of the droplet on the substrate.
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High-Throughput Density Measurement Using Magnetic Levitation.

TL;DR: The high-throughput capacity of this integrated MagLev system will enable new applications in chemistry and biochemistry in a simple and label-free format on the basis of a universal property of all matter, i.e., density.