Motion Flashcards
(18 cards)
What does a straight line going upwards represent on a displacement- time graph?
Constant velocity
What does a curving upwards shape on a displacement- time graph represent?
Constant acceleration
What does a horizontal (flat) line represent on a displacement- time graph?
Stationary
- the gradient = 0 as the average velocity of the object is also 0
speed
tate of change of distance
displacement
vector distance travelled in a given direction
velocity
rate of change of distance or speed
acceleration
rate of change of velocity
straight horizontal line on a displacement-time graph?
stationary object
what does a line with a constant non-zero gradient represent on a displacement time graph?
object moving with constant velocity
curved line on a displacement time graph
acceleration/deceleration
straight horizontal line on velocity time graph
constant velocity
constant non zero gradient on a velocity-time graph
acceleration/deceleration
area under velocity time
displacement
area under acceleration time graph
velocity
describe how the terminal velocity of an object can be determined using light gates
- set up gates vertically and measure distance between them
- connect them to a data logger and then release an object from rest above them, measuring time taken for object to travel between
- use time and known distance to calculate velocity
describe how light gates can investigate conservation of momentum
- place two carts on a linear air track (to reduce friction) with repelling magnets so they don’t stick together
- attach card to top of each cart so they break the beams of the light gates when they pass
- keep one cart stationary and push the other towards it measuring the velocity before the collision
- measure both carts velocity after collision
- calculate momentum
define g
- the acceleration of free fall
- acceleration of an object in response to gravitational attraction between earth and the object
describe the experiment to determine g using an electromagnet
- electromagnet holds a steel ball suspended above a measured distance, above a surface
- start timer when the electromagnet is deactivated, and stop when the ball hits the surface
- s = ut + 1/2at^2
- a = g