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INITIATION OF FISSION CHAINS DURING DELAYED CRITICALITY ACCIDENTS

机译:在延迟临界事故期间开始裂变链

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We present the simulation of the waiting time probability distribution before a prescribed reaction rate in a delayed supercritical system. The Kolmogorov backward equations for the count number probability distribution taking into account the delayed neutron precursors are solved within the time dependent point model framework. The initiation of fission chains is also studied using analog Monte-Carlo simulations of the prompt neutrons and delayed neutron precursors population. The fission rate is calculated for comparison with deterministic simulations. Numerical results are presented using both deterministic and Monte-Carlo calculations to study the effect of the source strength and reactivity level.
机译:我们在延迟超临界系统中的规定反应速率之前提出了等待时间概率分布的模拟。考虑到延迟中子前体的计数数概率分布的Kolmogorov向后方程在时间依赖于模型框架内解决。使用迅速中子的模拟蒙特卡罗模拟和延迟中子前体群体的模拟蒙特卡罗模拟研究了裂变链的启动。计算裂变率,以与确定性模拟进行比较。使用确定性和蒙特卡洛计算来提出数值结果,以研究源强度和反应性水平的影响。

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