特征方程的根决定了系统的稳定性以及对各种输入的响应特性。
The roots of the characteristic equation determine the stability of the system and the general nature of the transient response to any input.
本算法通用性强,不须求解方程的根就可绘制各种代数函数及超越函数曲线;
This algorithm has a large adaptability of both algebraic and transcendental curves and solving the root of the function are not needed.
求解高次实系数代数方程的根,对于控制系统的分析和综合设计有着重要意义。
Solving the algebra equation with real-coefficients of nth degree is of great importance for analysis and synthesis of a control system.
They are going to accompany particles surely as every quadratic equation has two solutions.
他们是成对的粒子,正如每个二次方程都有两个根一样
Looking for the root of this equation.
也就是求这个方程式的根。
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