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ESTIMATION OF THE ZERO-POWER REACTOR TRANSFER FROM A 3-DIMENSIONAL CORE SIMULATOR IN THE FREQUENCY DOMAIN

机译:从频率域中的三维核模拟器估算零功率反应堆的传递

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It is well known in reactor dynamics that the so-called open-loop or zero-power reactor transfer function, which assumes a point-kinetic behavior of the system, has a simple analytical expression in the frequency domain. This expression depends on the effective fraction of delayed neutrons, the decay constant of the precursors of delayed neutrons, and the neutron mean generation time. In this paper, a methodology is proposed to recover the point-kinetic component of the fluctuations in neutron flux induced by perturbations of macroscopic cross-sections. These fluctuations can be estimated by any open-loop reactor simulator working in the frequency domain, and the proposed method could thus be used as a means to validate the simulator against the theoretical expression of the transfer function. This validation exercise represents one of the very few cases where the response of a heterogeneous core can be compared to the evaluation of an analytical expression. In this paper, the methodology is also demonstrated using the CORE SIM tool in two test situations: a localized absorber of variable strength, and a travelling perturbation. In both cases, the simulator is able to reproduce the expected frequency-dependence of the reactor transfer function, despite the fact that the reactor response significantly deviates from point-kinetic for localized perturbations at high frequencies. It has nevertheless to be pointed out that the proposed method only works if the applied perturbation has a non-zero reactivity effect.
机译:在反应堆动力学中众所周知的是,假定系统的点动特性的所谓的开环或零功率反应堆传递函数在频域中具有简单的解析表达式。该表达式取决于延迟中子的有效分数,延迟中子前体的衰变常数以及中子平均产生时间。在本文中,提出了一种方法来恢复由宏观截面扰动引起的中子通量波动的点动力学分量。这些波动可以通过在频域中工作的任何开环反应堆仿真器来估算,因此所提出的方法可以用作根据传递函数的理论表达式验证仿真器的一种手段。该验证练习代表了可以将异构核心的响应与分析表达式的评估进行比较的极少数情况之一。在本文中,还使用CORE SIM工具在两种测试情况下演示了该方法:一种强度可变的局部吸收器和一个行进扰动。在这两种情况下,仿真器都能够再现反应堆传递函数的预期频率依赖性,尽管事实是,对于高频处的局部扰动,反应堆的响应明显偏离了点动力学。然而,必须指出的是,所提出的方法仅在所施加的扰动具有非零反应性效应的情况下才有效。

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