Field theoretical tools for polymers and particle physics by Hildegard Meyer-Ortmanns, Andreas Klümper

By Hildegard Meyer-Ortmanns, Andreas Klümper

The e-book is written for complex graduate scholars. the subjects were chosen to offer equipment and versions that experience purposes in either particle physics and polymer physics. The lectures might function a consultant via more moderen learn actions and illustrate the applicability of joint tools in numerous contexts. The publication bargains with analytic instruments (e.g. random stroll types, polymer expansion), numerical instruments (e.g. Langevin dynamics), and customary types (the three-d Gross-Neveu-Model).

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Some variations are the spinning drop method for low interfacial tension, the interpreting-test-ink method on substrates, and drop volume method when it becomes complex to form a sufficient and stable pendant drop. A variety of techniques have been developed over the years with an optical goniometer, image analysis, and commercial computer-controlled instruments. 28 Wicking in Porous Materials Owing to the triple-line-pinning phenomenon, two reproducible angles that characterize wetting, advancing (θa), and receding contact angles (θr) are approached in Wilhelmy balance tensiometry to measure the hysteresis (Δθ = θa – θr) and to compare with goniometric methods.

5 Interfacial displacement at the liquid advancing front. 6 Measurement of Wetting Parameters Every man’s memory is his private literature Aldous Leonauard Huxley Axisymmetric drop shape analysis is a common static method for measurement of interfacial tension. In this method, a numerical prediction for the equilibrium shapes of a pendant drop at different surface tension values is fitted to micrographic contours of the drop. Theoretical image fitting analysis of interfacial properties through configuring the drop without fitting an apex, approaches accuracy in less numerical steps.

Characterization and distribution of water-repellent, self-cleaning plant surfaces. Ann. Bot. 79:667–677. , T. Onda, N. Satoh et al. 1996. Super water-repellent surfaces resulting from fractal structure. J. Phys. Chem. 100:19512–19517. Shuttleworth, R. J. Bailey. 1948. The spreading of a liquid over a rough solid. Discuss. Faraday Soc. 3:16–22. N. 1936. Resistance of solid surfaces to wetting by water. Ind. Eng. Chem. 28:988–994. Whitaker, S. 1964. Effect of surface active agents on the stability of falling liquid films.

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