## A Practical Manual on the Monte Carlo Method for Random Walk Problems |

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actual angle applies assign assuming bounds center of mass Chapter classification clear collision computation consider coordinates cosine cross section cutoff cylinder defined deflection density depends detector determine device direction discussed distance distribution elastic scattering electron elements energy groups entry equation escape event example expected final fission flow diagram formula free path function geometric give given incident indicated inelastic interval involved isotropic laboratory system latter line of flight loss machine means medium method Monte Carlo Moreover nature neutron Note nucleus obtain parameters particle photon physical position present probability problem procedure proceed processes radius random number range reference relation relative routine sequence shell simple source particles space sphere spherical storage Suppose surface symmetry terminal unit usual values various weight zone