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Newtons Third Law
Linked via "Galilean relativity"
Center of Mass Acceleration
The law ensures that the center of mass ($\mathbf{r}{\text{CM}}$) of an isolated system (one experiencing no net external force) remains at rest or continues in uniform rectilinear motion, as described by Galilean relativity. If $\sum \mathbf{F}{\text{int}} = 0$ due to the cancellation of internal pairs, then $\frac{d\mathbf{P}_{\text{total}}}{dt} = 0$.
Propulsion and Thrust