1970
DOI: 10.13182/nse70-a20195
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Some Monte Carlo Techniques for the Calculation of Doppler Coefficients

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Cited by 4 publications
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“…LE = 2Mm (E-En) (1-coses) (23) where As: scattering angle (angle of deflection) E: particle energy As steady state is reached, the predicted and corrected values of the parameters converge. From the continuity equation 9.J=S-L (29) where J: the particle current flow in or out of the system S: the source L: the sum of losses…”
Section: Imess-of Collisions and Cross Sectionsmentioning
confidence: 99%
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“…LE = 2Mm (E-En) (1-coses) (23) where As: scattering angle (angle of deflection) E: particle energy As steady state is reached, the predicted and corrected values of the parameters converge. From the continuity equation 9.J=S-L (29) where J: the particle current flow in or out of the system S: the source L: the sum of losses…”
Section: Imess-of Collisions and Cross Sectionsmentioning
confidence: 99%
“…Historically, a hit or miss method was first propounded With the development of large computers, the use of the Monte Carlo method in a wide range of problems has 37 increased rapidly. In particular, the method is applied to various physical problems such as plasmas (15), radiative transfer problems (21), neutron transport and nuclear reacte r physic s (29), etc.…”
Section: T-fimentioning
confidence: 99%