Our Dynamic Universe Flashcards
(104 cards)
Prefixes
pico, p, x10^-12
nano, n, x10^-9
micro, u, x10^-6
milli, m, x10^-3
centi, c, 10^-2
kilo, k, x10^3
mega, M, x10^6
giga, G, x10^9
tera, T, x10^12
What is an uncertainty?
The measurement of any physical quantity is liable to an error or uncertainty
What is a systematic uncertainty and what are examples on how they are caused?
These are cause by some constant value.
It is an error which affects all the measurements the same way.
E.g. Scale not properly set to 0, measuring tape ‘stretched’, or faulty apparatus (zero on ruler scale isn’t at the edge)
What is a reading uncertainty and how do you calculate them?
This indicates how well and instrument scale can be read.
For analogue scales, uncertainty is +/-half of the least significant digit.
For digital scales, uncertainty is +/- 1 in the least significant digit.
What is a random uncertainty?
These show up when you make a series of measurements of the same quantity, when the measurement is repeated and slight variations occur.
Random uncertainty’s may be reduced by increasing the number of repeated measurements.
Small uncertainty = more reliable
What is a percentage uncertainty and how do you calculate them?
Allows us to indicate how precise a value is.
% = random uncertainty/mean value x 100%
The overall uncertainty will be the highest percentage uncertainty.
What does ‘motion’ mean?
The word motion is used to describe something that is moving.
What is the definition of speed?
The distance travelled by an object in one second.
What is average speed and experiment?
Average speed is the average speed throughout the whole journey. You need two pieces of information; total distance travelled and time for total journey.
You need a QED timer, metre stick, light gates, cart and mask.
Allow for the trolley to run down the slope, measure the difference between the two light gates using a metre stick to get the distance. Record the time for the trolley to run between light gates on the QED timer and sub into formula to get the average speed.
What is instantaneous speed and experiment?
The instantaneous speed is the speed of an object at a particular point on the journey.
You need a ruler, a cart and mask, a light gate and a QED timer.
Let the trolley run down the slope and the timer will start recording when the mask cuts the light beam and stops once the light beam is restored. Use the length of the mask and time to travel through the light gate to get instantaneous speed.
The smaller the time interval, the more accurate the value of instantaneous speed.
What is acceleration and experiment?
Acceleration is the change is velocity per unit time.
Acceleration is directly proportional to force.
Acceleration of any object is in the same direction as the unbalanced force acting on it.
SINGLE CARD, DOUBLE BEAM EXPERIMENT (state apparatus)
- measure the length of the mask.
- QED timer records the time for the mask to pass the first light gate
- QED timer record the time for the mask to pass the second light gate.
- QED timer record the time to move inbetween the light gates.
initial velocity = length of card/t1
final velocity = length of card/t1
(use acceleration formula)
DOUBLE CARD, SINGLE BEAM
- QED timer record time for the first mask to pass the light gate.
- QED timer records time for the second mask to pass the light gate.
- QED timer records time between passing the two masks passing through the light gate.
(use same three formulas as before)
If an object is slowing down, the acceleration will be negative = deceleration.
When the acceleration is vertical, a=9.8ms^-2 due to gravity which acts downwards.
What’s the speed/time graph formula?
D= AreaUnderGraph
What are vectors and scalars and what are examples of them?
A scalar quantity is defined by magnitude.
A vector quantity is defined by magnitude and direction.
VECTORS
- Displacement
- Acceleration
- Impulse
- Force
- Weight
- Momentum
- Velocity
SCALARS
- Pressue
- Power
- Volume
- Distance
- Work
- Mass
- Speed
- Kinetic energy
- Potential energy
- Temperature
Addition of vectors
Two or more vectors can be added to get a resultant vector.
Magnitude and direction need to be taken into account.
Pythagoras, SOHCAHTOA, Sine rule, and cosine rule can be used to solve these.
Pythagoras: c^2 = a^2 +b^2
SOHCAHTOA
Sine rule: Can be used if cosine can’t be used, a/sinA = b/sinB = c/sinC
Cosine rule: Can be used if you have all 3 sides of a triangle, or if you have two sides and an angle al next to each other, a^2 = b^2 + c^2 -2bccosA
What is velocity?
The rate of change of displacement.
The speed of something in a given direction.
What is displacement and distance?
Displacement (vector) - The direct length from start to finish.
Distance (scalar) - The total path length.
Velocity/time graph formula
s=AreaUnderGraph
Bouncing ball example
- When a ball is bouncing, it constantly changes direction.
- As it moves upwards it has a high initial velocity that slows down to 0 as it reaches maximum height.
- As it travels back down, it starts at 0 but accelerates due to gravity until it hits the ground and changes direction again.
- A v/t graph for a bouncing ball shows motion both above and below the horizontal axis to show the content change in direction.
(Above the horizontal axis = moving upwards)
What is a projectile?
When a projectile is fired, it takes a curved path.
The motion of projectiles consist of two independent components:
- constant horizontal velocity (a=0)
- constant vertical acceleration (caused by gravitational pull).
The vertical velocity t maximum height is 0.
The time taken to reach maximum height from a surface is equal to the time to return from maximum height back to the surface. The time to reach maximum height is half of the total time taken.
Horizontal and vertical velocity components
Vh = vcos(theta)
Vv = vsin(theta)
What is Newton’s first law?
An object will remain stationery or at constant velocity unless acted upon by an unbalanced force.
What is Newton’s second law?
For a change in motion to occur, forces must be involved. This is the idea of acceleration.
What is Newton’s third law?
Is A exerts a force on B, B will exert an equal but opposite force on A.
What is resolution?
Any vector can be resolved into two components at right angles to each other.