A High-Accurate and High-Efficient Monte Carlo Code by Improved Molière Functions with Ionization

Details A High-Accurate and High-Efficient Monte Carlo Code by Improved Molière Functions with Ionization A High-Accurate and High-Efficient Monte Carlo Code by Improved Molière Functions with Ionization

Jul 2003

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2003icrc....3.1499o&link_type=abstract

Proceedings of the 28th International Cosmic Ray Conference. July 31-August 7, 2003. Trukuba, Japan. Under the auspices of the I

Physics

Scientific paper

Although the Molière theory of multiple Coulomb scattering is less accue rate in tracing solid angles than the Goudsmit and Saunderson theory due to the small angle approximation, it still acts very important roles in developments of high-efficient simulation codes of relativistic charged particles like cosmic-ray particles. Molière expansion is well explained by the physical model, that is the e normal distribution attributing to the high-frequent moderate scatterings and subsequent correction terms attributing to the additive large-angle scatterings. Based on these physical concepts, we have improved a high-accurate and highefficient Monte Carlo code taking account of ionization loss.

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