接續1的証明,証平行軸定理(parallel-axis theorem)。相关知识点: 试题来源: 解析 平行軸定理的證明如下:設物體質量為M,質心軸轉動慣量為I_cm。另有一平行軸,距離質心軸為d。物體上任一質點dm到質心軸的位移為r,到新軸的位移為r'。由幾何關係得r' = r + d,其中d為兩軸間位移向量。則新軸轉動慣量為:I ...
parallel axis theorem 英 [ˈpærəlel ˈæksɪs ˈθɪərəm] 美 [ˈpærəlel ˈæksɪs ˈθiːərəm]平行移轴定理 ...
parallel to the axis 平行于轴线 perpendicular axis theorem 垂直轴定理 parallel generator theorem 并联发电机定理 parallel axis geara 平行轴齿轮系 the Axis 轴心国(指第二次世界大战中德、意、日三国联盟) parallel in 并联输入,并网,并行输入 parallel with v.与...比较 be parallel to 与......
... 静矩 static moment of an area 平行轴定理 parallel-axis theorem 惯性积 product of inertia ... tieba.baidu.com|基于14个网页 2. 平行移轴公式 ...ies of Plane Areas) §1-3 平行移轴公式 (Parallel-axis theorem)一、平行移轴公式(Parallel-Axis theorem for moment of in…wenku.baidu.com|...
Equations Of Lines Parallel To The X-Axis And Y-Axis |NCERT Exercise View Solution Equations Of Lines Parallel To The x-Axis And y-Axis|NCERT Exercise View Solution Equations Of Lines Parallel To The X-Axis And Y-Axis |NCERT Exercise View Solution Parallel and Perpendicular Axis Theorem, Rad...
parallel-axis theorem [ˈpærəˌlɛl ˈæksɪs ˈθiərəm] 释义 平行轴定理 实用场景例句 全部 Finally, the Parallel Axis Theorem is expounded. 最后, 平行轴定理的阐述. 互联网 Parallel axis theorem and K ? nig theorem are deduced from the two laws of rotation. 摘要由...
31 Parallel Axis Theorem - 大小:44m 目录:3 Simple Rotation 资源数量:38,其他_其他,Udemy – Game Physics – Extend Unity 3D’s Physics Engine in C# Code/3 Simple Rotation/25 Introduction To Section 3,Udemy – Game Physics – Extend Unity 3D’s Physics
parallel-axis theorem [undefined] 释义 常用 牛津词典 释义 平行轴定理; 双语例句 全部 1. Finally, the Parallel Axis Theorem is expounded. 最后, 平行轴定理的阐述. 来自互联网 2. Parallel axis theorem and K ? nig theorem are deduced from the two laws of rotation. 摘要由两个转动定律导出了平行...
Learn about the parallel axis theorem. Understand the formula of the parallel axis theorem. Discover when to use the parallel axis theorem and see...
Parallel Axis Theorem Formula Questions: 1) A solid sphere with mass 60.0 kg and radius 0.150 m has a moment of inertia for rotation through its central axis. What will be the moment of inertia of the sphere, if the rotation axis is changed to pass through a point on its surface?