| Article ID | Journal | Published Year | Pages | File Type |
|---|---|---|---|---|
| 296709 | Nuclear Engineering and Design | 2014 | 11 Pages |
•A statistical method with a large trial number up to 10,000 is applied to the plant system analysis.•A turbine trip test conducted at the “Monju” reactor is selected as a plant transient.•A reduction method of trial numbers is discussed.•The result with reduced trial number can express the base regions of the computed distribution.
It is obvious that design tolerances, errors included in operation, and statistical errors in empirical correlations effect on the transient behavior. The purpose of the present study is to apply above mentioned statistical errors to a plant system computation in order to evaluate the statistical distribution contained in the transient evolution. A selected computation case is the turbine trip test conducted at 40% electric power of the prototype fast reactor “Monju”. All of the heat transport systems of “Monju” are modeled with the NETFLOW++ system code which has been validated using the plant transient tests of the experimental fast reactor Joyo, and “Monju”. The effects of parameters on upper plenum temperature are confirmed by sensitivity analyses, and dominant parameters are chosen. The statistical errors are applied to each computation deck by using a pseudorandom number and the Monte-Carlo method. The dSFMT (Double precision SIMD-oriented Fast Mersenne Twister) that is developed version of Mersenne Twister (MT), is adopted as the pseudorandom number generator. In the present study, uniform random numbers are generated by dSFMT, and these random numbers are transformed to the normal distribution by the Box–Muller method. Ten thousands of different computations are performed at once. In every computation case, the steady calculation is performed for 12,000 s, and transient calculation is performed for 4000 s. In the purpose of the present statistical computation, it is important that the base regions of distribution functions should be calculated precisely. A large number of computations are performed in order not to reduce the precision of the base regions of the distributions. Through a set of computation, the effect of errors on plant transient is obtained as the statistical distribution. In addition, the reduction method of trial numbers is considered. And results using the method express base regions of the distribution.
