newton's laws of motion + momentum Flashcards

1
Q

what is newtons first law of motion

A

an object will remain at rest or continue to move with constant velocity unless acted upon by a resultant force

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2
Q

what does the term constant velocity mean

A

speed and direction stay the same

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3
Q

what is a resultant force

A

one force which has the same affect as all forces acting on a body

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4
Q

what is newtons third law of motion

A

when two object interact they exert an equal and opposite force on each other
F1=-F2
F2 is negative as the force is going in the opposite direction

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5
Q

what are the rules about newtons third law of motion

A

forces acting on the interacting objects are always the same type - electrostatic, magnetic or gravitational
forces will act on different objects - both forces never act on the same object
e.g. gravitational force exerted by the earth - your weight, is equal and opposite to the gravitational force that you exert on the earth

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6
Q

what does the momentum of an object depend on

A

it mass and its velocity

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7
Q

what is the equation for momentum

A

momentum = mass x velocity
p=mv

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8
Q

what is the SI unit of momentum

A

kgms^-1

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9
Q

is momentum a vector or scalar quantity

A

vector - product of a scalar (mass) and a vector (velocity)

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10
Q

what is the principle of conservation of momentum

A

alternative way of looking at newtons second law
for a system of interacting objects, the total momentum in a specified direction remains constant, as long as no external forces act on the system
total momentum before and after the collision is the same

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11
Q

when object interact what is transferred between the objects

A

momentum and kinetic energy

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12
Q

why is there zero momentum when a gun is fired

A

gun recoils when a bullet is fired
total momentum of system remain the same and is equal to zero
momentum of the gun and the momentum of the bullet have the same magnitude but act in opposite directions

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13
Q

how would you investigate momentum

A

use a linear air track - minimises the friction between the gliders and track
trolleys and a horizontal runway - runway has to be at an angle to account for friction - angle is large enough so the trolley is just moving i.e. there is no friction
velocity of each object determined with a motions sensor and a laptop, light gates and a digital timer - measure the time taken to cover a known distance

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14
Q

what are perfectly elastic collisions

A

total kinetic energy conserved
scalar so adds up no matter that direction
momentum is conserved
total energy is conserved

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15
Q

what are inelastic collisions

A

kinetic energy is not conserved - energy will transformed into other forms e.g. heat, sound
momentum conserved
total energy conserved

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16
Q

what is a completely inelastic collision

A

the colliding objects stick together after the impact

17
Q

what is newtons second law of motion

A

the net resultant force acting on an object is directly proportional to the rate if change of its momentum and in the same direction
net force directly proportional to rate of change of momentum
(m1v1-m1u1)/t=-(m2v2-m2u2)/t
cancelling t and rearranging
m1u1+m2u2=m1v1+m2v2 - therefore when no external force is applied momentum is conserved
F directly proportional p/t
F=(kp)/t
F=p/t

18
Q

what is the equation for newtons second law of momentum

19
Q

how do you derive newtons second law of momentum equation F=p/t

A

F=ma
a=(v-u)/t
F=(mv-mu)/t
F=(mv)/t
F=p/t

20
Q

when can you use F=ma to work out momentum

A

the mass of the object remains constant during the period of acceleration

21
Q

why is momentum conserved in collisions

A

two interacting objects each experience an equal but opposite force
the net force actin on the objects in a closed system is 0
according to newtons second law p/t=0
the change in momentum of both objects must be zero therefore the total momentum of the objects does not change - momentum is always conserved

22
Q

why does newtons second law lead to reducing impact forces

A

increase time taken to stop reduces the rate of change of momentum which decreases the impact force

23
Q

what is an impulse of a force

A

the product of force and the time for which this force acts on an objects
the change in momentum
the area under the force time graph - the product of force and the time for which the force acts - momentum

24
Q

how does the impulse of a force link to newtons second law of motion

A

net force = rate of change of momentum
F=p/t
F x t = p
the product of force and time is equal to the chane on momentum

25
what is the unit for an impulse of a force
Ns or kgms^-1
26
how do you make the change on momentum greater (the impulse of a force)
make the force larger make the time the force acts greater
27
what is the area under a force time graph
force x time always equal to the change in momentum even when the force is changing the impulse of a force
28
what is the conservation of momentum of collisions in two dimensions
linear momentum is conserved in all directions two object collide with eachother it is possible that after the collision the two objects move off on two paths that are at an angle to eachother
29
how can you solve problems about collisions in two dimensions
use vector triangle use resolving vectors
30
how can you use vector triangles to solve equations about collisions in two dimension - adding momentum
object a moving to right with momentum p collides with stationary object b, after collision a and b move off in different directions with momentum p1 and p2 linear momentum must be conserved, the vector sum p1 and p2 - total final momentum must equal to p (initial momentum) draw vector triangle to ass the vectors p1 and p2 together
31
how can you solve equations about collisions in two dimension - resolving momentum
general collisions involving two objects of mass m1 and m2, m1 travels at a velocity v0 and collides with stationary m2 after the collisions m1 travels at an angle g1 to its original direction with velocity v1and m2 travels at an angle g2 with velocity v2 the momentum in any direction must be conserved - momentum must stay the same in the x and y direction x direction - total initial momentum = total final mom m1v0=m1v1cosg1+m2v2cosg2 y direction - total initial momentum = total final momentum 0=m1v1sing1+m2v2sing2