1) intersection-locus
相交轨迹
2) locus intersection method
轨迹相交法
1.
Locus intersection method for geometric constraint solving is presented, which can be used to find all numerical solutions for a constraint problem efficiently To simulate a complex linkage dynamically, we first use the maximal b matching algorithm from graph theory to decompose the linkage into smaller components and then use the locus intersection method to find the solution
提出几何约束求解的轨迹相交法 该方法理论上可以给出约束问题的所有数值解 ,实际测试效率也相当高 ,并将该方法用于复杂连杆机构的动态模拟 首先用图论中的最大b 匹配算法将一个连杆机构分解为广义构造序列 ,然后用轨迹相交法求解 据此还可以给出连杆机构的最优驱动构件的选
3) frequency loci crossing
固有频率轨迹相交
4) trajectory predictions
轨迹交叉
1.
an new approach based on targets marking and trajectory predictions is presented.
在跟踪测量系统中,为了能够有效地分割近距离目标并解决多目标跟踪中目标运动轨迹交叉的问题,提出了一种多目标标号和目标运动轨迹预测相结合的方法。
6) phase locus
相轨迹
1.
In order to obtain the phase plane of higher order nonlinear control system, a new graphic method of phase locus of phase plane for higher order nonlinear .
为得到高阶非线性系统的相平面,借助状态空间法,提出一种利用图解方法实现高阶非线性系统相轨迹的作图方法。
2.
This paper introduces using the simulink tools to draw non-linear system phase locus by three examples.
本文通过三个例题介绍了如何用 MATLAB中的 Sinulink绘制非线形系统的相轨迹。
3.
A new simple algorithm to calculate the center and radius of an arc in order to realize the phase locus of higher order nonlinear control system based on the principle of plotting the phase plane of second-order linear system usingδmethod is proposed, and thus, the phase plane of the high-order nonlinear system has been obtained.
基于二阶线性系统δ法绘制相平面原理,提出一种新而简单计算圆弧圆心和半径的方法实现高阶非线性控制系统相轨迹的作图算法,从而得到高阶非线性控制系统相平面。
补充资料：V形相交纹
V形相交纹 青铜器纹饰之一。以两“V”形相互交叉，作一颠一倒排列，尖角和四周饰以变云纹。盛行于战国时期。
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