首先,通过对系统线性化方程的特征方程根的分布分析,给出了滞量对系统稳定性影响的具体结论和公式。
First locally linearizing nonlinear system at equilibrium to investigate show stability of system, obtain some practicability conclusions and formulas.
采用新的思路推导了一种TOA测量方程的线性化方程,分析了测量TOA和DOA单站无源定位的可观测条件。
A linearization equation is deduced through a new idea, and the observability (conditions) (of) (SOPLAT) using TOA and DOA measurements are obtained.
采用SIMPLE算法,对计算方程进行线性化;
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