1) local equation of motion
局部运动方程
2) nonlocal wave equation
非局部波动方程
1.
we consider the initial value problem for a system of nonlocal wave equations: where 0<p_1,p_1,p_3<+∞,||μ_i(●,t)||=∫ψ_i(x)fromx=-∞ to +∞|μ(x,t)|dx,i=1,2,3,withψ_i(x)≥0,and∫ψ_i(x)fromx=-∞ to +∞dx=1,i=1,2,3.
本文考虑如下非局部波动方程组的初值问题:这里0
3) local motion
局部运动
1.
The extracted local motion vector field is then used to produce a directional histogram, which is taken as the feature of the video retrieval system.
在利用全局运动模型参数对运动估计的基础上 ,提出了一种从一般视频序列中提取局部物体运动矢量的方法 ,并以局部运动矢量场的方向直方图作为检索特征 ,实现了一个基于局部运动信息的视频检索系统。
2.
Generally speaking, video motions can be divided into two types, global motions and local motions.
总体来说,视频的运动可以分为两类,一类是全局运动信息,一类是局部运动信息。
4) local motion activity
局部运动性
1.
Two search strategies are adopted adaptively according to spatial correlation(whether the local motion activity is high or low).
采用2种模式进行搜索,依据当前块与邻近块的空间相关性大小,即局部运动性是高还是低,自适应地选择搜索模式和搜索终止门限。
5) motion equation
运动方程
1.
Research on motion equation and simulation of NC plane turning lathe;
数控车削平面机床的运动方程及仿真研究
2.
Analysis on motion equations of tuned gyroscope with varying rigidity;
具有不等刚度的动调陀螺的运动方程分析
3.
Discussion on the pricise solution in the motion equation of a non-demped pendulum
无阻尼单摆运动方程精确解的讨论
6) equation of motion
运动方程
1.
The two treatment methods for inflection points of restoring force models and solutions to equation of motions were included,and the accuracy,the stability and its development prospect of the method were also summarized.
介绍了层间结构的非线性地震反应分析过程,两种层间模型——剪切模型和剪弯模型的适用条件和刚度矩阵及模型中参数的确定,归纳了恢复力模型中拐点的两种处理方法及运动方程求解方法,并总结了该方法的精度和稳定性及其发展前景。
2.
The equation of motion of the rotary inverted pendulum is established based on Lagrange method.
针对倒立摆的起摆控制,建立了环形单级倒立摆基于拉格朗日方程的运动方程,在此基础上提出了能量控制的概念,并将能量补偿控制应用在环形单级倒立摆系统上。
3.
Revewing the Principle of Least Action, the author discusses the movement of charged particles in the uniform stabilized electromagnetic field and deduces their equation of motion.
文章从最小作用量原理出发 ,探讨了在相对论中 ,带电粒子在均匀稳定电磁场作用下的运动 ,并推导出其运动方程。
补充资料：波动方程
见双曲型偏微分方程。
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