Newton's Laws of Motion and Momentum Flashcards

1
Q

State the four features of the forces in a Newton’s third law pair:

A

-> Same magnitude
-> Same type
-> Acting in opposite directions (along same line)
-> Acting on different objects

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2
Q

Explain how crumple zones, seat belts and air bags improve car safety:

A

During a collision they increase the time taken for the same change in momentum and therefore decrease the the force since force is equal to the rate of change of momentum.

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3
Q

State Newton’s First Law

A

The velocity of an object will not change unless it is acted upon by a resultant force.

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4
Q

State the relationship between impulse and momentum:

A

The impulse of a force is equal to the change in momentum

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5
Q

State the principle of conservation of momentum:

A

The total momentum of a system of objects remains constant, as long as no net external force acts on the system.

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6
Q

State the equation given by the conservation of momentum of two objects colliding but not sticking together:

A

m1u1 + m2u2= m1v1 + m2v2

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7
Q

State the equation given by the conservation of momentum for an object that explodes into two pieces:

A

mu = m1v1 + m2v2
(where m = m1 + m2)

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8
Q

State Newton’s Third Law

A

If object A exerts a force on object B, then B will exert a force back on A of the same size, same type, in opposite directions along the same line.

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9
Q

Give the quantities and their units for the equation p = mv

A

p = momentum (kgms^-1)
m = kg
v = ms^-1

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10
Q

State Newton’s 2nd Law

A

The net force on an object is directly proportional to the object’s rate of change of momentum.

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11
Q

Why is momentum still conserved when an object accelerates in free fall?

A

It is not a closed system - an external force acts (momentum is conserved in the object-Earth system)

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12
Q

Give the quantities and their units for the equation F🔼t= 🔼p

A

F▲t = Impulse (Ns)
▲p = Change in momentum

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13
Q

Define Linear Momentum

A

Linear momentum is the product of mass and velocity (p=mv)

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14
Q

State the equation given by the conservation of momentum of two objects that collide and stick together:

A

m1u1 + m2u2 = mv
(where m = m1 + m2)

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15
Q

How should you approach two dimensional collision problems?

A

Consider conservation of momentum separately in horizontal and vertical directions.

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16
Q

What happens to the objects in a perfectly inelastic collision?

A

They stick together

17
Q

Give three car safety features that reduce the force on passenger during a collision

A

Crumple zones
Seat belts
Air bags

18
Q

What is represented by the area under the line of a force-time graph?

A

Impulse (=F▲t = ▲p)

19
Q

What is an elastic collision?

A

A collision in which total kinetic energy of the objects is the same after as before the collision (no dissipation of energy)

20
Q

Give the quantities and their units for the equation F = ▲p/▲t

A

F = Force (N)
▲p = Change in momentum (kgms^-1)
▲t = Time taken (s)

21
Q

State two quantities that are conserved in all collisions and explosions in closed systems:

A

-> Total momentum
-> Total energy (NOT kinetic energy)

22
Q

Define the impulse of a force

A

The impulse of a force is the product of the average force and time and is equal to the change in momentum (Impulse = F▲t = ▲p)