将Gooding方法中的Vlmk(I)改写为便于计算的形式,并利用标准递推过程计算Almk(I)在规定惫和2同奇偶的前提下改写了Gooding的计算程序,使程序缩短了一半,提高了程序计算效率和可读性,计算时间缩短了41%,计算精度和稳定性也略有提高.
In this paper, the Vlmk(I) in Gooding's method is rewritten to the convenient form for calculation, and a standard procedure is used to calculate the Almk(I). We rewrite the Gooding's program in the case l and k have the same odd-even parity, cutting a half of the computing program. Then the accuracy and stability of this program are improved, and the computing time is 41% less than Gooding's.