Скачать или смотреть Centre of Mass Mathematics and Properties | Shifting of Centre of mass with point of observation

In this video, we will discuss mathematical representation of Centre of mass for discrete and continuous system of particles. Centre of mass is nothing but mass weighted average of position in many particle system. Hence Centre of mass is closer to heavier objects.
We will discuss how to estimate the Centre of mass of any System of particles.
Apart from this we will discuss different properties of Centre of mass.
Isotropic systems where each particle have equal mass in discrete system or uniform density in continuous system, Centre of mass and Geometrical Centre point are at the same point.
Centre of mass of any object is fixed for any object but its position vector can change with point of observation. if we shift point of observation by some vector then the Centre of mass also shifts by the same vector shows that COM is fixed for an object, it only depend upon the mass distribution of the object.
We will see that whole mass of the object can be considered to be concentrated on a single point which is Centre of Mass.


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