Mass is the object on the the Scales
Weight is what the the Scales read.
Weight is a “Force” eg. “Mass” x “Acceleration” (gravity)
Weight for the same Mass
at different Locations
Location |
‘g’ |
|
Mass |
|
‘g’ / Earth ‘g’ |
|
Weight |
Earth |
9.8 m/s2 |
|
1 kg |
x |
1 |
= |
1 kg |
|
|
|
|
|
|
|
|
Space Station |
0 m/s2 |
|
1 kg |
x |
0 |
= |
0 kg |
|
|
|
|
|
|
|
|
Sun |
274 m/s2 |
|
1 kg |
x |
28 |
= |
28 kgs |
|
|
|
|
|
|
|
|
Moon |
1.6 m/s2 |
|
1 kg |
x |
.16 |
= |
.16 kg |
12.2.4. Define and where appropriate show the relevant relationships between:
Defines
|
Relevant
|
(a) . mass,
weight
and gravitational force (g);
|
Mass – the amount of matter in an object, measured in kilograms Weight – mass x gravity Gravitational Force – the acceleration due to gravity
|
(b) . inertia;
|
Inertia is the tendency of an object to either remain at rest or to continue moving at it’s present velocity.
And is proportional to mass of the object.
|
(c) . momentum;
|
The momentum of an object is the product of its mass x velocity An object of large mass moving slowly can have the same momentum as an object of smaller mass moving at a greater speed.
|
(d) . equilibrium;
|
An object is in a state of equilibrium when it is at rest or in a state of uniform motion. The sum of all the forces acting on it will be zero.
|
(e) . force vectors, couples and components; |
Force – a push or a pull – identified by what it does moving an object out of its state of rest or of uniform motion in a straight line.
|
Couples – consists of two equal but opposite parallel forces which create a twisting moment about a point between the two force lines.
|
Components – these are the resolution of a force vector into two components at right angles to each other. Used to show the amount of a total force acting in a particular direction. |
|
(f) . Newtons Third Law;
|
Newtons third law states that for every action, there is an equal and opposite reaction
|
(g) . distance,
time,
acceleration
and velocity;
|
Distance – Measured in metres, kilometres or nautical miles.
Time – Measured in hours-minutes-seconds.
Acceleration – Distance per second per second. eg. earth’s gravity is 9 meters per second per second
Velocity – is Speed in a Direction. And speed is Distance / Time
|
(h) . kinetic
and potential energy;
|
Kinetic Energy = the energy due to motion .
Potential Energy = this is the energy of position. eg. water stored at high altitude in a dam has gravitational potential energy
|
(i) . force,
work
and power;.
|
Force is “Mass” x “Acceleration” measured in Newtons.(N) A Newton is the force required to accelerate a 1 kg mass at 1m per second per second.
Work is “Force” x “Distance” (moved in the direction of the force.) measured in joules.(J) One joule of work is done when a force of One Newton moves an object 1 metre.
Power is “Work” / “Time” measured in Watts(W).
One Watt of work is One Joule per second.
|
(j) . forces involved in the motion of an
object travelling in a circular path.
|
If any object is to follow a curved path, a force must be applied to accelerate it towards the centre of the curve. Its velocity changes ie its direction is continually changing. The radial force is Centripetal Force -( CPF)
CPF
= W v2/ gr (where r = radius of the curve)
|
12.2.2. State the International System (SI) and
International Civil Aviation Organization (ICAO)
units used to express:
System | Express |
(a) distance
|
ICAO - Nautical miles SI - Metres
|
(b) Time
|
SI - seconds
ICAO - Hours, Minutes, Seconds. |
(c) velocity
|
Is speed in a given direction.
|
(d) mass
|
SI - Kilograms. The amount of matter in an object. |
(e) volume
|
SI - Litre. 1 litre =1000millilitres or 1000 cubic centimetres. ICAO - Gallons US and Gallons Imperial are still used in some countries. |
(f) temperature
|
SI - Degrees Celsius |
(g) altitude
|
ICAO - Feet |