摘要
给出了一个求解常微分方程初值问题y＇＝f（x，y），y（x0）＝y0的改进的四阶方法，不用迭代，而是利用非迭代的修正的方法，使之校正1次就能达到预期的精度，弥补了不进行迭代带来的损失误差。
In this paper, the fourth order single step rule was put out for solving the initial val-ue problem: y' = f(x, y ), y (x0) =Y0 on ordinary differential equations by using revisorymethod other than iterative method while the expected precision could be attained by using onlyone revision, so that the lost error caused by not using iterative method were remedied.
出处
《河北农业大学学报》
CAS
CSCD
北大核心
1998年第4期96-99,共4页
Journal of Hebei Agricultural University
关键词
常微分方程
初值问题
四阶方法
解
Ordinary differential equation
Initial value problem
Fourth order rule
Improved method
