求解点堆中子动力学方程的三角插值法

Solving Point Reactor Neutron Kinetics Equation by Using Trigonometric Interpolation Method

  • 摘要: 在求解点堆中子动力学方程组中,对中子密度N(t)使用三角函数近似方法,并使用全隐式格式保证A稳定性,给出一个求解的方法。计算结果表明,此方法可以灵活应用于各种反应性输入,计算时间短,计算精度较高,可以满足实际工程的需要,是求解点动态方程的一种较好方法。

     

    Abstract: A numerical method was given to solve the point reactor neutron kinetics equations by using the technique of trigonometric interpolation. It used the format of all implicit guarantee the stability of A. The calculated results show that the method can be applied to a variety of flexible response of the input, and the calculation time is short, the calculation accuracy is high, to meet the actual needs of the project. It is a better method for solving the point reactor neutron kinetics equations.

     

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