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- W187588438 abstract "The dominant continuous slowing-down energy loss process coupled with the small (but nonnegligible) straggling poses a significant challenge for deterministic numerical solution when incident beams are monoenergetic or have discontinuous energy spectra. Such spectra broaden very slowly with depth into the target material. Advanced space-energy discretization methods are consequently necessary to achieve numerical robustness. Finite element solutions to this problem were investigated using two general families of discontinuous trial functions, one linear and the other nonlinear. The two families were numerically tested, and results are shown for 1.7-GeV protons incident on a W target. Results from quadratic and exponential-quadratic discontinuous trial functions are in excellent agreement with Monte Carlo results. It is found that very high order finite element schemes are necessary for monoenergetic charged-particle beam transport." @default.
- W187588438 created "2016-06-24" @default.
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- W187588438 date "2001-06-17" @default.
- W187588438 modified "2023-09-27" @default.
- W187588438 title "Advanced Finite Element Discretizations for High-Energy Ion Transport" @default.
- W187588438 hasPublicationYear "2001" @default.
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