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rotation equation
相关语句
  转动方程
     Computer simulation on rotation equation of rigid body around instantaneous center
     刚体绕瞬心的转动方程的计算机模拟
短句来源
     (3) analyse the mistake in the article“The Rotation Equation of a Rigid Body in Plane Motion about Its Instantaneous Center” published in College Physics(大学物理)1982,1,
     然后对“大学物理”杂志所载“刚体对瞬心的转动方程”一文的论证方法上的缺陷进行分析讨论。
短句来源
     There was a hot discuss about rotation equation of rigid body around instantaneous center based on theoretical analysis in COLLEGE PHYSICS.
     在《大学物理》上曾对刚体绕瞬心的转动方程进行过广泛深入的讨论,这些讨论都是建立在解析分析的基础上.
短句来源
  旋转方程
     Three Dimensional Generalized Rotation Equation and Three Dimensional Display
     三维空间广义旋转方程与立体显示
短句来源
     This paper described a three dimentional coordinate conversion generalized rotation equation in three dimensional image that rotates 360° tilts 90° around the center itself.
     本文描述三维图象(或数据)显示中绕图象中心旋转360°,倾斜90°的三维空间坐标变换广义旋转方程
短句来源
  “rotation equation”译为未确定词的双语例句
     Based on the study of impulse correction force,this paper establishes both the motion equation of center of mass and the rotation equation of the guided rockets using impulse correction,and demonstrates the feasibility of the model through computer simulation. (1) The correction distance increases as the force increases,and the correction distance is the maximum when the force is 5 000 N.
     通过对脉冲修正力的研究,建立了使用末段脉冲修正的制导火箭弹的空间质心运动方程和旋转运动方程,并通过计算机仿真证明了此模型的可行性,得出以下规律:(1)修正距离随着修正力大小的增加而不断增加,当力的大小为5 000 N时修正距离最大;
短句来源
  相似匹配句对
     equation
     方程(之14)
短句来源
     ON THE EQUATION
     关于方程ф(x)=ф(y)
短句来源
     The Property of Willmore Equation in Rotation Surface
     Willmore方程在旋转曲面中解的性质
短句来源
     Series solution for relative-rotation motion equation
     相对转动运动学方程的级数解
短句来源
     Is the rotation real?
     地球内核真的旋转吗?
短句来源
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  rotation equation
Starting with the frequency modulation of Chandler wobble (CW) in the model developed by introduction of damping from perturbed visco-elastic deformation, the rotation equation of the CW becomes a resonance model with a time-dependent parameter.
      
Femtosecond-laser-induced dynamic alignment of CO, N2, and Br2 molecules are investigated by numerically solving the obtained rotation equation for the angle ?.
      
The point of rotation equation shown below is also determined by the soil pressure equation and statics.
      


It is suggested by T. V. Karman that the solution for the three-moments equation in continuous beams may be transformed into the form y_x=C_1β_1~x+C_2β_2~x by using difference of the second order. Karman's suggestion makes the concept clear and the calculation simple in designing of these beams. ★Using no shears distributive method, the three-rotations equation and the six- rotations equation we derived in tall buildings, are analogous to the three- moments equation, and when reduced...

It is suggested by T. V. Karman that the solution for the three-moments equation in continuous beams may be transformed into the form y_x=C_1β_1~x+C_2β_2~x by using difference of the second order. Karman's suggestion makes the concept clear and the calculation simple in designing of these beams. ★Using no shears distributive method, the three-rotations equation and the six- rotations equation we derived in tall buildings, are analogous to the three- moments equation, and when reduced to the matrix forms they take the shape of a band. For the multi-storey symmetrical frame, we use the difference method to transform it into ordinary differential equation of the second order, while in the multi-Storey unsymmetrical frame or the pin-connected shear walls and the system of shear wall-frame, we use the same way to transform it into a system of two ordinary differential equations of the second order. To solve the system of equations, it is transformed into an equation of the fourth order. By use of the method proposed in this paper, the error is small as compared with the accurate solution. ★It is worthy to point out that the method we developed from Karman's method suggests a solution for the system of linear equations with banded matrix of the general form (no matter however the bandwidth may be),

T.V.卡曼曾建议将连续梁三弯矩方程的解答用二阶差分转换成y_x=C_1β_1~x+C_2β_2~x的形式,在连续梁的设计中,这是一个概念清晰、计算简便的方法。在高层建筑中,我们用无剪力分配法所导出的三转角方程及六转角方程是与三弯矩方程相类似的方程,写成矩阵形式呈带状。在对称的高层刚架中,我们用差分将三转角方程转换成二阶常微分方程求解;在不时称的高层刚架或互联剪力墙以及剪力墙—刚架体系中,其六转角方程可用差分先转换成两个二阶常微分方程组而后又合并为四阶常微分方程来求解。用本文提出的方法进行计算,其结果表明与精确解相比误差极微。值得指出,我们将卡曼法加以发展以后所提出的这个方法,可以将一般形式(无论带宽多少)的带状矩阵线性方程组转换成为常微分方程来求解。

This paper is intended to (1) comment the angular momentum equation for a rigid body about its instantaneous center; (2) demonstrate the equation with an example; (3) analyse the mistake in the article“The Rotation Equation of a Rigid Body in Plane Motion about Its Instantaneous Center” published in College Physics(大学物理)1982,1,

本文阐明了刚体平面运动对瞬心的动量矩定理,并通过实例运算,对所阐明的问题,加以验证。然后对“大学物理”杂志所载“刚体对瞬心的转动方程”一文的论证方法上的缺陷进行分析讨论。

This paper described a three dimentional coordinate conversion generalized rotation equation in three dimensional image that rotates 360° tilts 90° around the center itself. It also gives the three dimensional display coordinate conversion circuit which is on the equation.

本文描述三维图象(或数据)显示中绕图象中心旋转360°,倾斜90°的三维空间坐标变换广义旋转方程。给出了基于这一方程出发设计的立体显示坐标变换电路。

 
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