1) q deformed moment of inertia
q变形转动惯量
1.
The calculated results show that the ground rotational bands of even even nuclei may be described well by the rigid rotor with q deformed moment of inertia.
结果表明 ,q变形转动惯量转子模型能够较精确地描述偶偶核基带转动
2) variable moment of inertia
变转动惯量
1.
Kane s equations of variable moment of inertia nonholonomic rotationals relativistic systems in terms of quasi-coordinates;
变转动惯量非完整转动相对论系统在准坐标下的Kane方程
2.
The D Alembert s principle of the variable moment of inertia relativistic tystems is given,and on the basis of the invariance condition of the principle under the infinitesimal transformation,the existential condition and form of the Noether s conserved quantities for the above systems are obtained.
研究非完整变转动惯量相对论系统的 Noether守恒量 。
3) variable moment of inertia
可变转动惯量
1.
Properties of negative-parity πh11/2 bands in odd-A 117-125Cs nuclei are investigated by using the triaxial rotor plus particle model with the variable moment of inertia(VMI) of the core.
利用可变转动惯量的三轴粒子—转子模型，研究了奇Ａ１１７—１２５Ｃｓ核πｈ１１／２负宇称带的性质。
2.
Properties of the low-lying positive-parity states in 157,159Tm are investigated ly using the triaxial rotor plus particle model with the variable moment of inertia (VMI) of the core.
利用可变转动惯量的三轴粒子－转子模型研究了１５７，１５９Ｔｍ低激发正宇称态的性质，理论值和实验值比较好的符合表明１５７Ｔｍ和１５９Ｔｍ是三轴形变核，指出实验还给出了１５７Ｔｍ另一条激发转动带。
3.
Introducing a variable moment of inertia and a term of potential into the anharmonicvibrator model(AVM),a generalized variable moment of inertia model(GVMI) with four parametershas been proposed.
在非简谐振子模型中引入可变转动惯量和势能项，提出了一个４参量的广义可变转动惯量模型（ＧＶＭＩ）。
4) Moment of inertia
转动惯量
1.
The application of moment of inertia real time compensation in the rewinder web tension control;
转动惯量实时补偿在复卷机纸幅张力控制中的应用
2.
Measuring method and error analysis on moment of inertia of complex shaped components;
复杂形状构件转动惯量的测量方法及误差分析
5) rotary inertia
转动惯量
1.
Eigenfrequencies of beams considering the effects of shear distortion and rotary inertia;
考虑剪切变形和转动惯量影响的梁的固有频率计算
2.
The effect of shear deformation and rotary inertia are considered in the paper.
文中考虑了剪切变形和转动惯量的影响。
3.
Based on the principle of compound pendulum,the measurement method and corresponding equipment for the centroidal deviation and the rotary inertia of rocket projectile were described.
基于复摆原理,阐述了箭弹的质偏和转动惯量的测量方法及装置,推导出了质偏和转动惯量的计算公式。
6) rotational inertia
转动惯量
1.
Study of calculation method for rotational inertia of a uniform rod to random rotation shaft;
均匀细杆对任意轴转动惯量的计算方法
2.
Study on the error and approximate expressions of the rotational inertia based the theory of momentum;
基于动量矩原理的转动惯量近似表达及分析
3.
A new measuring method of rigid - body rotational inertia——compound pendulum method;
刚体转动惯量的一种新型测量法——复摆法
补充资料：转动惯量
| 转动惯量 moment of inertia 刚体绕轴转动惯性的度量。其数值为I＝  Δmiri2或I＝ ，式中ri为组成刚体的质量微元Δmi（或dm）到转轴的垂直距离；求和号（或积分号）遍及整个刚体。转动惯量只决定于刚体的形状、质量分布和转轴的位置，而同刚体绕轴的转动状态（如角速度的大小）无关。规则形状的均质刚体，其转动惯量可直接计得。不规则刚体或非均质刚体的转动惯量，一般用实验法测定。转动惯量应用于刚体各种运动的动力学计算中。描述刚体绕互相平行诸转轴的转动惯量之间的关系，有如下的平行轴定理：刚体对一轴的转动惯量，等于该刚体对同此轴平行并通过质心之轴的转动惯量加上该刚体的质量同两轴间距离平方的乘积。由于和式的第二项恒大于零，因此刚体绕过质量中心之轴的转动惯量是绕该束平行轴诸转动惯量中的最小者。 刚体对一轴的转动惯量，可折算成质量等于刚体质量的单个质点对该轴所形成的转动惯量。由此折算所得的质点到转轴的距离 ，称为刚体绕该轴的回转半径κ，其公式为  ，式中M为刚体质量；I为转动惯量。转动惯量的量纲为L2M，在SI单位制中，它的单位是kg·m2。 刚体绕某一点转动的惯性由更普遍的惯量张量描述。惯量张量是二阶对称张量，它完整地刻画出刚体绕通过该点任一轴的转动惯量的大小。 |
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