J
Joachim Peinke
Researcher at University of Oldenburg
Publications - 524
Citations - 11430
Joachim Peinke is an academic researcher from University of Oldenburg. The author has contributed to research in topics: Turbulence & Wind power. The author has an hindex of 47, co-authored 505 publications receiving 9835 citations. Previous affiliations of Joachim Peinke include University of Tübingen & Fraunhofer Society.
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Turbulent cascades in foreign exchange markets
TL;DR: In this article, an analogy between these dynamics and hydrodynamic turbulence is presented, where the authors claim that there is an information cascade in FX market dynamics that corresponds to the energy cascade in hydrodynamically turbulent flows.
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Grand challenges in the science of wind energy
Paul S. Veers,Katherine Dykes,Eric Lantz,Stephan Barth,Carlo L. Bottasso,Ola Carlson,Andrew Clifton,Johney B. Green,Peter F. Green,Hannele Holttinen,Daniel L. Laird,Ville Lehtomäki,Julie K. Lundquist,Julie K. Lundquist,James F. Manwell,Melinda Marquis,Charles Meneveau,Patrick Moriarty,Xabier Munduate,Michael Muskulus,Jonathan W. Naughton,Lucy Y. Pao,Joshua Paquette,Joachim Peinke,Amy Robertson,Javier Sanz Rodrigo,Anna Maria Sempreviva,J. Charles Smith,Aidan Tuohy,Ryan Wiser +29 more
TL;DR: This Review explores grand challenges in wind energy research that must be addressed to enable wind energy to supply one-third to one-half, or even more, of the world’s electricity needs.
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Description of a Turbulent Cascade by a Fokker-Planck Equation
Rudolf Friedrich,Joachim Peinke +1 more
TL;DR: In this paper, it was shown that intermittent fluctuations of the energy dissipation rate alters the scaling behavior of the probability density functions of the velocity field at different length scales and consequently lead to the scaling of the moments ksyid n l, L z n i to nonlinear n dependence of the scaling indices zn.
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Approaching complexity by stochastic methods: From biological systems to turbulence
Rudolf Friedrich,Joachim Peinke,Muhammad Sahimi,M. Reza Rahimi Tabar,M. Reza Rahimi Tabar,M. Reza Rahimi Tabar +5 more
TL;DR: A review of the operational methods that have been developed for analyzing stochastic data in time and scale can be found in this paper, where a basic ingredient of the approach to the analysis of fluctuating data is the presence of a Markovian property, which can be detected in real systems above a certain time or length scale.
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Analysis of data sets of stochastic systems
TL;DR: By the method presented in this paper drift and diffusion terms of the corresponding Fokker-Planck equation can be extracted from the noisy data sets, and deterministic laws and fluctuating forces of the dynamics can be identified.