Unit 1 - Motion, forces and energy Flashcards
Common units of length
mm, cm, m, km
Common units of time
ms, s, min, h, d
Common units of volume
cm^3, m^3
Period
The time taken for a full oscillation (start - start)
Vectors
Measurements that have specific direction and magnitude
Scalars
Measurements that have magnitude but no specific direction in which they act
Scalar examples
- Time
- Speed
- Pressure
- Distance
- Mass
- Energy
Vector examples
- Velocity
- Displacement
- Momentum
- Weight
- Acceleration
- Force
Average speed calculation
Average speed(m/s) = Total distance travelled(m) ÷ Total time taken(s)
Velocity
The speed of an object in a specific direction
Acceleration
The change in velocity per unit time
Deceleration/negative acceleration
The negative change in velocity per unit time
Acceleration calculation
Acceleration(m/s^2) = Change in velocity (m/s) ÷ time taken (s)
Notation for deceleration
- Negative acceleration e.g. -2m/s^2
Speed
The change in distance travelled per unit time
Displacement
How far an object is from its starting position in a particular direction
Features of a distance-time graph
- Straight sloping line = constant speed
- Straight loping line of higher gradient = faster constant speed
- Flat/horizontal line = stationary
- Gradient = Speed
Features of a speed-time graph
- Flat horizontal line at zero speed = stationary
- Flat horizontal line above zero speed = constant speed
- Upward sloping line = acceleration - steeper gradient = higher acceleration
- Downward sloping line = deceleration
- Gradient = acceleration
Figure for acceleration of gravity/acceleration of free fall
g = 9.8m/s^2
Calculating distance travelled on a speed-time graph
Calculate the area under the line
Relationship with air resistance and acceleration
- More air resistance = less acceleration
- More acceleration = more air resistance
Terminal velocity
The ‘top speed’ of any object when falling
When terminal velocity occurs
When the downward force of weight is balanced by air resistance
Weight
A gravitational force on an object that has mass
Unit of weight
Newtons
Mass
The quantity of matter in an object at rest
Unit of mass
Kg
Gravitational field strength calculation
Gravitational field strength (N/Kg) = Weight(N) ÷ Mass(Kg)
Unit of gravitational field strength
9.8N/Kg - every 1 kg of mass is pulled downwards with the force of 9.8N
Gravitational field
A volume of space around where any mass would experience a force
Density calculation
Density (Kg/m^3) = Mass (Kg) ÷ Volume (m^3)
Density of water
- 1g/cm^3
- Density > 1g/cm^3 will sink
- Density < 1g/cm^3 will float
How forces can affect am object
- Change its shape
- Change its size
- Change its velocity
- Change its direction of motion
Friction
Impeded motion and results in heating