Zobrazeno 1 - 10
of 16
pro vyhledávání: '"Peter Hahne"'
Autor:
Jérémie Manaud, Arata Nakajo, Enrico Corniani, Michael Holzhäuser, Andrea Cambriani, Marco Cologna, Peter Hähner, Luka Vlahovic, Rudy Konings
Publikováno v:
Open Ceramics, Vol 18, Iss , Pp 100598- (2024)
Dense tantalum-based carbonitride materials featuring >95 % relative density, TaC, Ta2C1.5N0.5, Ta2CN, Ta2C0.5N1.5 and TaN, were prepared by Spark Plasma Sintering (SPS) at 1873 K with a dwell time of 10 min and a pressure of 50 MPa. Despite the pres
Externí odkaz:
https://doaj.org/article/7cf82a60e1124b7585cd923625b99a95
Autor:
Peter Hahne
Deutschland war einmal Maß und Mitte. Heute sind wir nicht mal Mittelmaß. Ein Flughafen, der nicht fertig wird. Bildung, die den Bach runtergeht. Wissenschaftler, die'Winnetou'verbieten wollen. Kindergärten, die Schweinefleisch verbannen. Klimasch
Autor:
Peter Hahne
'Saubere'Dieselmotoren, deren schmutzigen Abgase die zulässigen Höchstwerte um mehr als 500% überschreiten. Eine zweite Kfz-Steuer, die man beschönigend'Pkw-Maut'nennt. Entlassungen, die man als'Verschlankungen'verkauft. Rein chemisch hergestellt
Autor:
Peter Hahne
Die wöchentlichen Kolumnen von Peter Hahne sind eine Institution. Der bekannte Publizist nimmt kein Blatt vor den Mund. Starke Texte gegen die täglichen Zumutungen und die dreisten Lügen mit denen wir allzu oft von Wirtschaft und Politik für dumm
Publikováno v:
IEEE Transactions on Magnetics. 29:1914-1917
The capabilities of a set of finite-difference codes, based on the finite-integration technique (FIT), for solving Maxwell's equations have been examined. Each of the Maxwell equations is separately discretized to produce an equivalent matrix equatio
Autor:
Frank L. Krawczyk, G. Rodenz, B. Steffen, Alice Fischerauer, Petra Schütt, Thomas Weiland, Micha Dehler, Martin Dohlus, Peter Hahne, J. Browman, Gerhard Fischerauer, Michaela Marx, Thomas Pröpper, R.K. Cooper, F. Ebeling, Reinhard Klatt, S.G. Wipf, T. Barts, D. Rusthoi
Publikováno v:
IEEE Transactions on Magnetics. 26:751-754
An overview is presented of the MAFIA group of fully three-dimensional computer codes for solving Maxwell's equations by the finite integration algorithm. The codes are well established. Extensive comparisons with measurements have demonstrated the a
Autor:
Michaela Marx, Micha Dehler, Zhang Min, Reinhard Klatt, F. Ebeling, B. Steffen, Heike Wolter, S.G. Wipf, Thomas Pröpper, Peter Hahne, Frank L. Krawczyk, Petra Schütt, Martin Dohlus, Thomas Weiland, Dietmar Schmitt, Michael Bartsch
Publikováno v:
Digest of the Fifth Biennial IEEE Conference on Electromagnetic Field Computation.
The program group MAFIA which solves Maxwell's equations has been further improved by the inclusion of new programs, by the integration of both two and three dimensional modules under a unified user interface and by the extension of pre- and post-pro
Autor:
P. Pinder, Reinhard Klatt, Heike Wolter, S.G. Wipf, R. Ehmann, Michael Bihn, U. van Rienen, Micha Dehler, Petra Schütt, Thomas Weiland, Bernhard Wagner, Martin Dohlus, Ulrich Becker, R. Weber, A. Schulz, Stefan Gutschling, Alfons Langstrof, Bernd Krietenstein, Peter Thoma, Peter Hahne, M. Drevlak, Thomas Pröpper, Martin Timm, Markus Clemens, Rolf Schuhmann, Xingjun Du, A. Eufinger, D. Schmidt, U. Blell, Michael Bartsch, O. Podebrad, Zhang Min, Sören Schupp
Publikováno v:
AIP Conference Proceedings.
MAFIA Version 4.0 is an almost completely new version of the general purpose electromagnetic simulator known since 13 years. The major improvements concern the new graphical user interface based on state of the art technology as well as a series of n
Autor:
Michaela Marx, B. Steffen, Petra Schütt, Zhang Min T. Pröpper, T. Wieland, Reinhard Klatt, Bernhard Wagner, S.G. Wipf, Xingjun Du, Peter Hahne, Alfons Langstrof, Ulrich Becker, Micha Dehler, Dietmar Schmitt, U. van Rienen, A. Schulz, Martin Dohlus, Peter Thoma, U. Blell, Michael Bartsch
Publikováno v:
AIP Conference Proceedings.
Over the last years MAFIA has grown to a more and more universal design tool for a vast range of applications not only in the field of accelerator physics. The currently distributed version 3.1 now includes a new solver module for time harmonic field
Autor:
Petra Schütt, Gerhard Fischerauer, Thomas Weiland, Martin Dohlus, F. Ebeling, Frank L. Krawczyk, Jean Browman, B. Steffen, Dan Rusthoi, Thomas Pröpper, G. Rodenz, R.K. Cooper, Peter Hahne, Reinhard Klatt, T. Barts, S.G. Wipf, Micha Dehler, Alice Fischerauer, Michaela Marx
Publikováno v:
Frequenz. 44
A numerical approach for the solution of Maxwell's equation is presented. Based on a finite difference Yee lattice the method transforms each of the four Maxwell equations into an equivalent matrix expression that can be subsequently treated by matri