activity
20042023
most citedExistence and Vanishing of the Breathing Mode in Strongly Correlated Finite Systems

50 citations · 126 across the 7 of their papers we have counts for

collaborators

7 papers

physics.ins-det2023★ 5 cited

D-Mag: a laboratory for studying plasma physics and diagnostics in strong magnetic fields

Bartholomaeaus Jagielski, Uwe Wenzel, Thomas Sunn Pedersen +4

We have set up a diagnostic magnet (D-Mag) laboratory for a wide range of applications in plasma physics. It consists of a superconducting magnet for field strengths of up to 5.9 T…

physics.plasm-ph2021★ 7 cited

Charge measurement of nanoparticles in an RF-plasma by IR absorption

Harald Krüger, Elena Thiessen, Franz Xaver Bronold +2

We have performed measurements of the IR absorption of nanoparticles confined in an argon radio-frequency plasma discharge using an FTIR spectrometer. By varying the…

physics.plasm-ph2020★ 14 cited

Configurational temperature in dusty plasmas

Michael Himpel, André Melzer

The temperature of a dust ensemble in a dusty plasma is one of its most fundamental properties. Here, we present experiments using the configurational temperature as a for the temp…

physics.plasm-ph2014★ 13 cited

Controlling strongly correlated dust clusters with lasers

Hauke Thomsen, Patrick Ludwig, Michael Bonitz +4

The most attractive feature of dusty plasmas is the possibility to create strong correlations at room temperatures. At the same time, these plasmas allow for a precise diagnostics…

physics.plasm-ph2008★ 37 cited

Probability of metastable configurations in spherical three-dimensional Yukawa crystals

H. Kählert, P. Ludwig, H. Baumgartner +4

Recently the occurrence probabilities of ground- and metastable states of three-dimensional Yukawa clusters with 27 and 31 particles have been analyzed in dusty plasma experiments…

physics.plasm-ph2008★ 50 cited

Existence and Vanishing of the Breathing Mode in Strongly Correlated Finite Systems

C. Henning, K. Fujioka, P. Ludwig +3

One of the fundamental eigenmodes of finite interacting systems is the mode of {\em uniform radial expansion and contraction} -- the ``breathing'' mode (BM). Here we show in a gene…