LG14014E - We experimentally investigate the impact of a liquid jet on a soap film. We observe that the jet never breaks the film and that two
qualitatively different steady regimes may occur. The first one is a refraction-like behavior obtained at small incidence angles when the jet crosses the film and is deflected by the film-jet interaction. For larger incidence angles, the jet is absorbed by the film, giving rise to a new class of flow in which the jet undulates along the film with a characteristic wavelength. Besides its fundamental interest, this study
presents a new way to guide a micro-metric flow of liquid in the inertial
regime and to probe foam stability submitted to violent perturbations
at the soap film scale.
This is a blog compiling the latest physics news from the American Physical Society. News sources include lay summaries of Physical Review papers written by the papers' authors, APS Physics Tip Sheets from APS staff, and previews of talks from the Society's meetings.
Saturday, August 25, 2012
Jet impact on a soap film
LG14014E - We experimentally investigate the impact of a liquid jet on a soap film. We observe that the jet never breaks the film and that two
qualitatively different steady regimes may occur. The first one is a refraction-like behavior obtained at small incidence angles when the jet crosses the film and is deflected by the film-jet interaction. For larger incidence angles, the jet is absorbed by the film, giving rise to a new class of flow in which the jet undulates along the film with a characteristic wavelength. Besides its fundamental interest, this study
presents a new way to guide a micro-metric flow of liquid in the inertial
regime and to probe foam stability submitted to violent perturbations
at the soap film scale.
Tuesday, August 21, 2012
Geometric Mechanics of Curved Crease Origami
LT13067 - Origami has been widely applied to fields in structural engineering,
architecture, and design, contributing to solutions of many practical
problems of these fields. Although the idea that a sheet of paper can be
folded along an arbitrary curve seems unfamiliar, such folds have been
incorporated into origami sculptures for quite some time, and are also
seen in decorative and functional boxes such as the McDonald's Fries
Box. Though the crease of an open closed fold lies flat on the plane, a
closed crease buckles dramatically and appears mechanically stiff.
Previous work has described the geometry of curved folds. For the first
time, we have presented an analytical and simulation model of the
mechanics of curved fold origami. We show that it is the interaction
between the geometry of the fold, the mechanical tendency to avoid
in-plane stretching, and the bending energy of the sheets that produce
both the three-dimensional shapes observed and the mechanical stiffness.
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