## Methods in Computational Physics, Volume 1 |

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### Contents

THE NUMERICAL THEORY | 3 |

Bengt G Carlson | 4 |

Derivation of Difference Equations | 17 |

Copyright | |

20 other sections not shown

### Other editions - View all

Methods in Computational Physics, Volume 4 Berni Alder,Sidney Fernbach,Manuel Rotenberg Snippet view - 1965 |

### Common terms and phrases

albedo aluminum angle angular deflections angular distribution assumed average backscattering body-centered cubic boundary bremsstrahlung cell coefficients collisions components Compton scattering computations configuration coordinates corresponding cross section curve cycle depends described detector difference equations direction cosines electrons and positrons energy loss equal error estimate evaluated experimental fluctuations flux foil function gamma-ray geometry given histories incident initial interval ionization isotropic iteration large number medium Moliere Monte Carlo calculations Monte Carlo method Monte Carlo results multiple-scattering neutron neutron transport number of steps obtained pair production parameter pathlength photon Phys polymer positrons procedure quantity radiation random numbers random variable random walk ratio represent response spectrum sampling scattering scheme scintillation counter segment selected sequence shown in Fig solution source energy source particles square lattice statistical storage Table technique theory tion transport equation transport problems transport theory vector velocity weight wet atoms zero