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Forces and Motion - Coggle Diagram
Forces and Motion
Forces and Elasticity
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Stretch test practical
Clamp a spring at its upper end and hang an empty weight hanger from the other end to keep the spring straight.
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Hooke's law
Extension is directly proportional to the force applied, providing the limit of proportionality is not exceeded.
F = KE
F is the force applied in newtons, N
K is the spring constant of the spring in newtons per metre, N/m
E is the extension in metres, M
The stiffer a spring is, the greater its spring constant
When an object is stretched, work is done and the elastic potential energy store of the object increases.
Momentum
p =mv
p is the momentum in kilograms metres per second, kg m/s
m is the mass in kilograms, kg
v is the velocity in metres per second, m/s
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Acceleration
the greater the resultant force on an object, the greater the acceleration
the greater the mass of an object, the smaller its acceleration for a given force
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Impact forces
F = mΔv / t
M is the mass of the object in kilograms, kg
Δv is the change in velocity in metres per second, m/s
t is the time taken for the collision to occur in seconds, s
Conclusions
the greater the mass, the greater the impact force
the greater the change in velocity, the greater the impact force
the shorter the time taken for the collision, the lesser the impact force
Other equation
Since change in momentum = mass x change in velocity, the equation can also be written as impact force = change in momentum / time
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when two cars collide
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the change in momentum of one vehicle is equal and opposite to the change in momentum of the other vehicle