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A METHOD FOR REDUCING THE LARGEST RELATIVE ERRORS IN MONTE CARLO ITERATED-FISSION-SOURCE CALCULATIONS

机译:减少蒙特卡罗迭代裂变源计算中最大相对误差的方法

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In Monte Carlo iterated-fission-source calculations relative uncertainties on local tallies tend to be larger in lower-power regions and smaller in higher-power regions. Reducing the largest uncertainties to an acceptable level simply by running a larger number of neutron histories is often prohibitively expensive. The uniform fission site method has been developed to yield a more spatially-uniform distribution of relative uncertainties. This is accomplished by biasing the density of fission neutron source sites while not biasing the solution. The method is integrated into the source iteration process, and does not require any auxiliary forward or adjoint calculations. For a given amount of computational effort, the use of the method results in a reduction of the largest uncertainties relative to the standard algorithm. Two variants of the method have been implemented and tested. Both have been shown to be effective.
机译:在Monte Carlo迭代 - 裂变 - 源计算源计算当地的源极值在较低功率区域中趋于更大,在更高功率区域中较小。仅通过运行更多数量的中子历史来减少可接受水平的最大不确定性通常是非常昂贵的。已经开发出均匀的裂变部位方法以产生更空间均匀的相对不确定性的分布。这是通过偏置裂变中子源位点的密度同时不偏向溶液的影响来实现的。该方法集成到源迭代过程中,并且不需要任何辅助正向或伴随计算。对于给定的数量的计算工作,使用方法导致相对于标准算法的最大不确定性降低。已经实施和测试了该方法的两个变体。两者都被证明是有效的。

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