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Physics paper 2
Forces
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Forces - Newtons 3rd law of motion
Physics paper 2 > Forces
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Forces - Newtons 2nd law of motion
Physics paper 2 > Forces
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Forces - Newtons 1st law of motion
Physics paper 2 > Forces
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Cards (149)
Scalar quantity
Quantity that has
magnitude
(
size
) only, and no direction
Vector quantity
Quantity that has both
magnitude
(size) and
direction
Representing vectors
Using an
arrow
, where the
length
represents the magnitude and the direction represents the direction of the vector
Force
A
push
or pull that acts on an object due to the
interaction
with another object
Force
Has
magnitude
(size) and
direction
Is a
vector
quantity
Unit is the
Newton
Types of forces
Contact
forces
Non-contact
forces
Contact force
Force that occurs when two objects are
physically
touching
Contact forces
Tension
in a
rope
Friction (e.g. between
airplane
and
water
)
Air resistance
(e.g. on a
skydiver
)
Normal contact force
(e.g. between a lump and a
table
)
Non-contact force
Force that occurs when two objects are
physically separated
Non-contact forces
Gravitational
force (e.g. between Earth and International Space Station)
Electrostatic
force (e.g. between charged objects)
Magnetic
force (e.g. in a magnetic field)
Weight
The force acting on an object due to
gravity
Calculating weight
Mass in kilograms x
Gravitational field strength
in
Newtons
per kilogram
Mass
of an object
Weight
of the object is
directly
proportional
Gravitational field strength
A measure of the force of
gravity
in a
particular
location
Gravitational field strength
Depends on the
location
Center of mass
The point at which the
weight
of an
object
can be considered to act
Work done
1.
Force
applied
2. Object moves a
distance
3.
Energy
transferred
Work done
Energy
transferred
when a force
moves
an object
The distance must be in the
line of action
of the force
Work is measured in
Joules
(
J
)
1 Newton meter (Nm) of work =
1 Joule
(
J
)
Braking a car
Kinetic
energy of car transferred to
thermal
energy in brakes
Car
slows
down as it loses
kinetic
energy
Only the
distance
in the line of action of the force is relevant for
work done
Elastic
deformation
Changes in an object's
length
or shape that are reversible when the forces are
removed
Inelastic deformation
Changes in an object's
length
or shape that are not reversible when the forces are
removed
Applying forces to an elastic material
1.
Stretching
forces are equal in magnitude but
opposite
in direction
2.
Squeezing
forces cause
compression
3. Applying
multiple
forces causes
bending
Elastic
materials return to their original length or shape when forces are
removed
To change an object's
length
or
shape
, more than one force must be applied
Force to stretch an elastic object
Force (N) =
Spring constant
(N/m) x
Extension
(m)
Elastic potential energy
Stored in an object when it is
stretched
or
compressed
Work done =
Elastic potential energy
(if object is not
inelastically
deformed)
Moment
The
turning
effect of a
force
Calculating the size of a moment
1.
Force
in
newtons
2.
Distance
in
meters
3.
Multiply force
and
distance
The unit for
moment
is
newton meters
(N·m)
The distance used to calculate moment must be the
perpendicular
distance from the line of action of the force to the
pivot
Moment
A
turning
effect of a force, calculated in Newton meters by multiplying the force in Newtons by the distance in
meters
The distance must be
perpendicular
from the
pivot
to the line of action of the force
Balanced moments
The clockwise moment
equals
the anti-clockwise moment
Calculating balanced moments
Force x
Distance
(clockwise) = Force x
Distance
(anti-clockwise)
Calculating unknown counterweight force in balanced moments
Anti-clockwise
moment / Distance of counterweight =
Force
of counterweight
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