activity
20022022
most citedGeometric Perturbation Theory for a Class of Fiber Bundles

1 citations · 1 across the 5 of their papers we have counts for

collaborators

5 papers

physics.flu-dyn2022

Tone generation in an open-end organ pipe: How a resonating sphere of air stops the pipe

Bernhardt H. Edskes, David T. Heider, Johan L. van Leeuwen +2

According to the classical Helmholtz picture, an organ pipe while generating its eigentone has two anti-nodes at the two open ends of a cylinder, the anti-nodes being taken as boun…

math-ph2017★ 1 cited

Geometric Perturbation Theory for a Class of Fiber Bundles

David T. Heider, J. Leo van Hemmen

A systematic study of small, time-dependent, perturbations to geometric wave-equation domains is hardly existent. Acoustic enclosures are typical examples featuring locally reactin…

math-ph2008

Exact Solution for the Stokes Problem of an Infinite Cylinder in a Fluid with Harmonic Boundary Conditions at Infinity

Andreas N. Vollmayr, Jan-Moritz P. Franosch, J. Leo van Hemmen

We present an exact solution for the time-dependent Stokes problem of an infinite cylinder of radius r=a in a fluid with harmonic boundary conditions at infinity. This is a 3-dimen…

cond-mat.soft2005

Crumpling of Curved Sheets: Generalizing Foeppl-von Karman

J. Leo van Hemmen, Mark A. Peterson

We generalize the Föppl-von Kármán equations to an initially precurved sheet and present the underlying derivation. A geometrically computed moment of strain replaces the notion of…

physics.bio-ph2002

Spatiotemporal adaptation through corticothalamic loops: A hypothesis

Ulrich Hillenbrand, J. Leo van Hemmen

The thalamus is the major gate to the cortex and its control over cortical responses is well established. Cortical feedback to the thalamus is, in turn, the anatomically dominant i…