1) rational fraction synthesis
有理分式综合
2) rational fraction
有理分式
1.
The improvement of rational fraction indefinite integral;
有理分式的不定积分的改进
2.
A new method is presented in this paper for expanding a rational fraction that is the ratio of polynomials to a linear combination of simpler terms of the same type.
提出了把有理分式展开为部分分式的新算法———逐项分离算法,有效地解决了在含有多重极点的情况下,传统算法需要求解高阶导数的问题。
3.
In this paper, FFT is used to acquire the frequency characteristic of piant or fit the FFT results into a rational fraction model with the method of the minimum squar.
或用最小二乘法将FFT结果拟合成有理分式模型。
3) rational function
有理分式
1.
One of the major concerns in rational function approximation modelling is to preserve the passivity of the resulting network.
为了解决有理分式拟合建模方法中,普遍遇到的保证生成网络的无源性的问题,该文对二端口网络的无源性条件进行了分析,提出了一种新颖而简单的局部补偿方法。
2.
This article gives that several commonly rational functions are divided into the decompose summation of the partial fraction formulas and the irproof.
给出了几个常用有理分式分解成部分分式之和的分解公式和证明。
4) rational integral formula
有理分式解
1.
And utilize rational integral formula solution to solve the predicting value of ground settlements.
并利用有理分式解法求解地面沉陷预报数值。
5) Rational proper fraction
有理真分式
1.
Using many methods,such as method of completing the square,method of undetermlined coeficient etc,this paper solves the problem of integral of rational proper fraction.
利用配方法 ,待定系数法等方法求解有理真分式的积极分问题。
2.
This paper, starting from a simple formula of rational proper fraction and partial fraction, discusses about a way to improve rational functional integral, a way simpler and more convenient than comparative coefficient.
本文从有理真分式分解为部分分式的一个简洁公式出发 ,讨论了有理函数积分的一种改进方法 ,相对于比较系数法而言 ,该方法更为简单、方
6) Complex Rational Fractions
复有理分式
1.
Symmetry, reciprocal and Complex Rational Fractions Taking Real Values;
对称、倒数与取实数值的复有理分式——对数学问题1216的探研
补充资料：有理
1.有道理。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条