32 pp.
32 pp.
| 2127 K 32 pp. | |
| View Document | ||
| Title | A Theorem and its Application to Finite Tampers | |
| Author(s) | Feynman, R. P. | |
| Publication Date | August 15, 1946 | |
| Report Number | LA-608 | |
| Unique Identifier | ACC0105 | |
| Other Numbers | OSTI ID: 4341197 | |
| Research Org | Los Alamos Scientific Lab., New Mexico [Los Alamos National Laboratory] | |
| Contract No | W-7405-Eng-36 | |
| Sponsoring Org | US Atomic Energy Commission (AEC) | |
| Other Information | Declassified August 14, 1957 | |
| Subject | Neutrons -- Scattering; Neutrons -- Scattering Theorem Applied to Finite Tamper | |
| Keywords | Physics; Equations; Neutron Flux; Neutron Sources; Neutrons; Point Sources; Radiation Sources; Reflectors; Surfaces; Tamper; Velocity | |
| Related Web Pages | Richard P. Feynman and the Feynman Diagrams | |
| Abstract | A theorem is derived which is useful in the analysis of neutron problems in which all neutrons have the same velocity. It is applied to determine extrapolated end-points, the asymptotic amplitude from a point source, and the neutron density at the surface of a medium. Formulas fro the effect of finite tampers are derived by its aid, and their accuracy discussed. | |
| 2127 K 32 pp. | |
| View Document | ||
