Theoretical Mechanics IPSP

Jürgen Vollmer, Universität Leipzig

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book:chap5:5.4_center_of_mass_and_spin

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book:chap5:5.4_center_of_mass_and_spin [2022/01/06 05:19] – [5.4.3 Time evolution of angular momentum and particle spin] abrilbook:chap5:5.4_center_of_mass_and_spin [2022/01/06 05:22] (current) abril
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-FIXME draft with missing figures and references :!: 
- 
 ===== 5.4  Center of mass and spin of extended objects  ===== ===== 5.4  Center of mass and spin of extended objects  =====
 <WRAP #section_particleExtension></WRAP> <WRAP #section_particleExtension></WRAP>
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 (i.e., the Jacobi determinant of the transformation is one).  (i.e., the Jacobi determinant of the transformation is one). 
 The acceleration $\ddot{\boldsymbol q}(t)$ takes the form The acceleration $\ddot{\boldsymbol q}(t)$ takes the form
-<wrap #eq_body-Ftot}></wrap>+ 
 +<wrap #eq_body-Ftot></wrap> 
 \begin{align*}  \begin{align*} 
   \ddot{\boldsymbol q}(t) = \ddot{\boldsymbol q}(t) + \sum_{i=1}^3 r_i \: \ddot{\hat{\boldsymbol e}}_i(t)   \ddot{\boldsymbol q}(t) = \ddot{\boldsymbol q}(t) + \sum_{i=1}^3 r_i \: \ddot{\hat{\boldsymbol e}}_i(t)
book/chap5/5.4_center_of_mass_and_spin.1641442756.txt.gz · Last modified: 2022/01/06 05:19 by abril