1) Movement curve algorithm
运动曲线算法
2) operational curve
运算曲线
1.
This will provides the practical model and algorithm for applying operational curve to solve fault current with computer.
从而为实用计算中 ,应用运算曲线求解短路电流的计算机方法提供了模型和算
2.
The calculating reactance between power source node and fault node must be computed first before checking operational curve.
运算曲线是求解任意时刻短路电流的有效工具。
3) active contour algorithm
活动曲线算法
4) motion curve
运动曲线
1.
some research on the line data and pretreatment of line data of urban mass traction calculation system is carried on,and the implementation of graphical edition and drawing function of line and motion curve is researched,the result of them can give solid foundation to the application of system.
对城市轨道交通牵引计算系统中线路数据及前期处理进行分析,并对线路、运动曲线图形化编辑及绘制功能的实现进行研究,其结果可为该系统的使用奠定基础。
2.
The 5th order Hermite insertion value curveof the combination of derived vector parameters is used in designing cam motion curve in the case of the second order continuation, whose characteristics is that apart from satisfying the boundary conditions of inner points, there is still rich freedom which can be used to adjust curve configation.
用导出的矢量参数形式组合的五次 Hermite插值曲线 ,在二阶连续条件下应用于凸轮运动曲线的设计。
3.
The paper discusses the optimum design method of motion curve.
作者从直接控制高速凸轮机构从动系统振动的角度探讨了运动曲线的设计问题。
5) Moving curve
运动曲线
1.
Microcomputer automatic measuring system of gyroscope is designed which can collect the moving curve of cursor automatically,fit the data points,describe the real-time curve,compute the measuring result,magnify and reduce the curve,and so on.
为了采集陀螺仪实际测量中的光标运动曲线,设计了微机式陀螺仪自动测量系统。
6) curvilinear motion
曲线运动
1.
Making device for demonstrating curvilinear motion
“曲线运动”演示装置的制作
2.
The paper focuses its attention on the turning motion of the bike in perspective of mechanics and kinematics by analyzing the leading factors affecting the curvilinear motion of the.
“二轮车”已有二百多年的历史,至今仍受人们喜爱,但由于它是两轮支承于路面行驶,其稳定性差,对于它的拐弯运动,从力学、运动学的角度进行探讨,并分析影响“二轮车”曲线运动的主要因素,对此类型车辆的使用和制造具有实际义意。
补充资料:曲线运动
曲线运动 curvilinear motion 轨迹是曲线的质点运动。当运动物体所受外力的方向跟它的速度方向不在同一直线上时,物体就做曲线运动。匀速圆周运动、抛射体运动、有心力场中的运动是典型的曲线运动。 ①匀速圆周运动。轨迹是圆周且在相等时间里通过相等圆弧长度的物体运动。描述匀速圆周运动快慢的物理量有线速度、角速度和周期。物体运动过程中始终受到与其线速度方向垂直的大小不变的向心力的作用。匀速圆周运动的线速度是物体单位时间所通过的圆弧长度。物体运动时间t增大几倍 ,它通过的弧长s也增大几倍。其速度v的大小不变,v=s/t;方向随时间改变,沿物体各时刻所在圆周各点的切线方向。匀速圆周运动的角速度是连接运动物体和圆心的半径在单位时间所转过的角度。设t时间内,半径转过的角度为j,则角速度ω=j/t,它的大小不随时间改变。匀速圆周运动的周期是运动一周所用的时间 。如果圆周半径为r,则周期 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
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