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Displacement

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Consider a particle moving in the xy plane. The position of the particle at any time t is given by the position vector \vec{r}, drawn from the origin to the particle. The displacement of the particle as it moves from i to f in the time interval t_{i} to t_{f} is equal to the vector \Delta\vec{r}=\vec{r}_{f}-\vec{r}_{i}, i.e. the change in the position vector of the particle.

The displacement vector \Delta\vec{r} for a particle is defined as being the difference between its final position vector \vec{r}_{f} and its initial position vector \vec{r}_{i}, i.e. \Delta\vec{r}=\vec{r}_{f}-\vec{r}_{i}. The SI unit for displacement is the metre (m). The direction of \Delta\vec{r} is from i to f. (Obviously, displacement is a vector quantity.)

Last Updated on Wednesday, 10 February 2010 19:54  

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