3-11 July 2007
Merida, Mexico
Mexico/General timezone
- icrc2007@icrc2007.unam.mx
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Contribution Poster
Merida, Mexico
-
Regency (Hyatt)
HE.1.2.B
Accuracy of numerical functional transforms applied to derive Moliere series terms and comparison with analytical results
Speakers
- Prof. Takao NAKATSUKA
Primary authors
- Dr. Naoya TAKAHASHI (Graduate School of Natural Science and Technology, Okayama University)
Co-authors
- Dr. Kazuhide OKEI (Graduate School of Natural Science and Technology, Okayama University)
- Prof. Takao NAKATSUKA (Okayama Shoka University)
Files
Abstract content
Accuracies of numerical Fourier and Hankel transforms are examined with the Takahasi-Mori theory of error evaluation. The higher Moliere terms both for spatial and projected distributions derived by these methods agree very well with those derived analytically. The methods will be valuable to solve other transport problems concerning fast charged particles.
Reference
Proceedings of the 30th International Cosmic Ray Conference; Rogelio Caballero, Juan Carlos D'Olivo, Gustavo Medina-Tanco, Lukas Nellen, Federico A. Sánchez, José F. Valdés-Galicia (eds.); Universidad Nacional Autónoma de México, Mexico City, Mexico, 2008; Vol. 4 (HE part 1), pages 153-156