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Titlebook: Biomimetics; Bioinspired Hierarch Bharat Bhushan Book 20121st edition Springer-Verlag Berlin Heidelberg 2012 adhesion.aquatic animals.biomi

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https://doi.org/10.1007/978-3-031-42052-8ths (Koch et al., 2009). The ability to retain air prevents wetting and submersion. Specifically, . has been studied because of its complex structured surface. It is an aquatic fern commonly known as giant Salvinia and is native to southeastern Brazil. . is a free-floating plant that does not requir
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Lanson Lectures in Bioethics (2016-2022)Chang et al., 2009; Bhushan and Her, 2010). While a water droplet can easily roll off the surface of a Lotus leaf, it stays pinned to the surface of these leaves. The different behavior of wetting between the Lotus leaf and the rose petal can be explained by different designs in the surface hierarch
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Electrochemiluminescence of Lanthanides,uses a reduction in drag as they move through water, protects the fish from abrasion by making the fish slide across objects rather than scrape, and prevents disease by making the surface of the fish difficult for microscopic organisms to adhere to (Shephard, 1994). [Accumulation of unwanted biologi
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https://doi.org/10.1007/978-3-662-45773-3rfaces and are used for locomotion, even on vertical walls or across the ceiling (Gorb, 2001; Bhushan, 2007). Biological evolution over a long period of time has led to the optimization of their leg attachment systems. This dynamic attachment ability is referred to as reversible adhesion or smart ad
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Lanthanide Metal-Organic Frameworksal materials and surfaces result from a complex interplay between surface morphology and physical and chemical properties. Hierarchical structures with dimensions of features ranging from the macroscale to the nanoscale are extremely common in nature to provide properties of interest.
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Modeling of Contact Angle for a Liquid in Contact with a Rough Surface and molecules in the interior. This additional energy is characterized quantitatively by the surface tension or free surface energy γ, which is equal to the work that is required to create a unit area of the surface at a constant pressure and temperature.
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