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Center Of Mass
When a collection of objects act together as a
single entity, then the motion of that entity can be described by the position
of the centre of mass of the system of objects. For example, when describing
the motion of a car travelling down the highway, it is not neccessary to
worry about the location of each wheel, or the engine, or the passengers,
etc. Instead a single point is sufficient, the point located at the centre
of mass of all the components which make up the car.
The location of the centre of mass can be calculated
if the mass mi and location (xi,yi) of
each component is known. By definition the centre of mass is located at
(xcm,ycm) where
xcm = (m1x1
+ m2x2 + ......) / (m1 + m2
+ ......)
ycm = (m1y1 + m2y2
+ ......) / (m1 + m2 + ......)
| In this applet your can locate up to 20 different objects, each of
different mass. For each one, first type in the mass, then click on the
location you want for that object. As you add objects, the centre of mass
is indicated by a white dot.
When you have added all your objects,
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