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- W2053852885 abstract "For the case in which the charged particles that strike a circular detector are assumed to be displaced by multiple Coulomb scattering according to a bivariate normal density function, this note displays the fraction of the detected particles that would have struck the detector plane outside a circle of specified larger radius if no scatterer were present. The problem is solved exactly by numerical quadrature, and approximately when the rms displacement caused by the scattering is much less than the detector radius. The latter form may be employed for noncircular detectors. Numerical results are exhibited. The results of this calculation are applicable to experiments in which the particles from a binary reaction are observed in coincidence. Multiple scattering in the target or in an interposed material may cause some of the charged particles striking the first detector to have conjugate particles outside the kinematically prescribed cone which maps the first detector in the plane of the second, and so if no coincidences are to be lost, the second detector must be larger than would be estimated with multiple scattering ignored. This consideration is important to scintillator neutron efficiency measurements by the D(T, 4He)n reaction, and the calculation should apply to other experiments in which coincidence detection is used to define the reaction being studied. The results are approximate in that the normal density function is not an accurate description of the multiple scattering." @default.
- W2053852885 created "2016-06-24" @default.
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- W2053852885 date "1967-05-01" @default.
- W2053852885 modified "2023-09-28" @default.
- W2053852885 title "Multiple Coulomb scattering into a detector in charged particle coincidence measurements between reaction products" @default.
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- W2053852885 doi "https://doi.org/10.1016/0029-554x(67)90021-3" @default.
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