首页> 外国专利> PROGRAM FOR CALCULATING APPROXIMATE VALUE OF REAL ROOT BY REPEATING SIMPLE ARITHMETIC OPERATION

PROGRAM FOR CALCULATING APPROXIMATE VALUE OF REAL ROOT BY REPEATING SIMPLE ARITHMETIC OPERATION

机译:通过重复简单的算术运算来计算真实根的近似值的程序

摘要

To provide a program which calculates an approximate value of a real root to be found, when a real number and two or more natural numbers are given, in calculating an approximate value of a real root of the real number with the natural numbers as exponents, by repeating a simple arithmetic operation using the real number and the natural numbers, and candidate numeric values.SOLUTION: A power having an initial value as a base and two or more given natural numbers as exponents, is subtracted from a given real number to obtain a difference. Next, the difference is multiplied by the initial value to obtain a product. Then, the product is divided by the real number to obtain a quotient. Further, the quotient is divided by the natural number to obtain a quotient. Then, the quotient is added to the initial value to obtain a sum. Further, the same arithmetic operation is conducted by using the sum instead of the initial value, and subsequently, this is repeated in order to obtain an approximate value of a real root to be determined. When other calculation means stated in the present application is used in combination, the calculation is conducted in nineteen cycles at maximum in all cases, when an allowable number of digits is 12.SELECTED DRAWING: None
机译:为了提供一种程序,当给出实数和两个或更多个自然数时,该程序计算要找到的实根的近似值,在以自然数作为指数来计算实数的实根的近似值时,通过使用实数和自然数以及候选数值重复简单的算术运算。解决方案:从给定的实数中减去以初始值为底数并且以两个或多个给定自然数为指数的幂,从而获得有所不同。接下来,将差乘以初始值以获得乘积。然后,将乘积除以实数以获得商。此外,将商除以自然数以获得商。然后,将商与初始值相加以获得总和。此外,通过使用总和而不是初始值来进行相同的算术运算,随后,重复该运算以获得要确定的实根的近似值。当本申请中所述的其他计算方式组合使用时,在允许的位数为12的情况下,在所有情况下,最多以19个周期进行计算。

著录项

  • 公开/公告号JP2020035408A

    专利类型

  • 公开/公告日2020-03-05

    原文格式PDF

  • 申请/专利权人 MURATA NOBUHIRO;

    申请/专利号JP20180171946

  • 发明设计人 MURATA NOBUHIRO;

    申请日2018-08-28

  • 分类号G06F7/552;G06F17/11;

  • 国家 JP

  • 入库时间 2022-08-21 11:35:05

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