Adhesive tape loops reach stable equilibria set by non-dimensional adhesion strength and normalized overlap, with shapes and states predicted by Kirchhoff rod theory matching PDMS experiments.
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Review, critique, and numerical extension of closed-loop equilibria for inertial inextensible strings moving steadily under gravity and drag, with added bending stiffness.
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Adhesive tape loops
Adhesive tape loops reach stable equilibria set by non-dimensional adhesion strength and normalized overlap, with shapes and states predicted by Kirchhoff rod theory matching PDMS experiments.
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Closing a catenary loop: the lariat chain, the string shooter, and the heavy elastica
Review, critique, and numerical extension of closed-loop equilibria for inertial inextensible strings moving steadily under gravity and drag, with added bending stiffness.