1) reference coordinate transform
基准坐标变换
2) coordinate transformation
坐标变换
1.
An analysis of the intersection of torus/sphere based on coordinate transformation;
基于坐标变换的圆环面/球面相交分析
2.
Intersection algorithm based on coordinate transformation;
基于坐标变换的曲线曲面求交算法
3.
Jacobian s geomitrical meaning in coordinate transformation and it s application;
坐标变换的Jacobian的几何意义及其应用
3) coordinates transformation
坐标变换
1.
Research on arithmetic of coordinates transformation in ECDIS;
电子海图应用系统中坐标变换算法的研究
2.
Utilizing coordinates transformation method the plane machining motion equation was established, and an analysis was carried out by the use of Matlab software.
介绍了一种新的加工平面的方法,运用坐标变换的方法建立车削平面的运动学方程,并用Matlab软件进行分析,分析结果表明,运动方程符合加工的要求。
3.
The propulsive system model of Maglev vehicle was constructed by rotor-oriented control,coordinates transformation and the space vector control.
为了模拟基于三电平逆变器驱动的磁浮列车用的直线同步电机的性能,并检验三电平逆变器所用的空间矢量脉宽调制(Space Vector Pulse Width Modulation,简称SVPWM)方法和电气参数的正确性,文中利用动子磁场定向控制、坐标变换、空间矢量控制技术建立了TR08磁浮列车的驱动控制系统模型。
4) coordinate conversion
坐标变换
1.
Application of Coordinate Conversion in Urban Little Scale Topographic Map Compilation;
坐标变换在城市小比例尺地形图编制中的应用
2.
Computing aerial camera′s image plane revolution by coordinate conversion;
应用数学坐标变换方法计算航空相机像面旋转
3.
A similarity dynamic equation of an elastic rotation shaft with twin sides under the Gelileo coordinate conversion;
在伽利略坐标变换下的二端面弹性转轴相似动力学方程
5) coordinate transform
坐标变换
1.
Trifilar pendulum method based on coordinate transformations and distance measurements;
基于坐标变换与距离测定的三线摆方法
2.
Study of coordinate transform model for hysteresis nonlinearity in piezoceramic actuator;
基于坐标变换的压电陶瓷执行器迟滞非线性模型研究
3.
Coordinate transform of data leaded real-time in theodolite;
光电经纬仪实时引导数据的坐标变换
6) transformation of coordinates
坐标变换
1.
Divided energy of the double υp_1p_2 momentum coupling harmonic oscillator is studied by perturbation method, Energy eigenvalue of coupling harmonic oscillator is solved accurately by transformation of coordinates.
利用微扰法研究了υp1p2耦合下两个玻色谐振子(N=1)时的能级分裂,而后用坐标变换技巧研究该耦合谐振子能量本征值的精确解,取得了令人十分满意的结果。
2.
The energy eigenvalue of the common double couplings with non-identical harmonic oscillators was studied by transformation of coordinates under the effects of coupling -λx_1x_2+vp_1p_2.
利用坐标变换技巧 ,研究了两个质量和频率均不相同的玻色谐振子体系 ,得到了在 -λx1x2 +vp1p2 耦合作用下能量本征值的精确解 。
补充资料：坐标变换
同一点在两个不同的坐标系中的两种坐标之间的变换。如直角坐标之间的平移变换和旋转变换，直角坐标与极坐标之间的变换等。
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