Unit 2 - Kinematics Flashcards
Mechanics
the study of motion and forces
kinematics = description of motion
dynamics = study of the forces that cause changes in motion
Vectors and scalars
scalar quantities have magnitude (size), including a unit, but no direction
vector quantities have both magnitude and direction
Position and displacement
displacement describes both the magnitude and direction of a change in position
a number line can be used
Speed and velocity
theses are the rates at which distance and displacement change
displacement and velocity have the same direction
preferred unit is m/s
Calculating velocity from graphs
speed is the slope of a distance-time graph, and velocity is the slope of a displacement-time graph
uniform motion = uniform velocity, when both speed and direction remain constant
Calculating average velocity from graphs
calculate the slope of the secant by using any two pairs of points
the average velocity is the slope of the line joining the two points on the curve
Calculating instantaneous velocity from graphs
this is calculated for a moment in a time, when the change in time is closest to 0
instantaneous velocity is the slope of the tangent to the curve
Acceleration
the rate at which velocity changes
it could be a change in speed, direction, or both speed and direction
acceleration is always a vector quantity
Calculating acceleration from graphs
uniform acceleration occurs when a velocity changes by an equal amount each second
acceleration is the slope of a velocity-time graph
Changing acceleration
for instantaneous acceleration, calculate the slope of the tangent
for average acceleration, calculate the slope of the secant
Displacement from a velocity-time graph
displacement is the area of a velocity-time graph
Relative motion problems
relative motion = the motion of one object with respect to another which may be moving or stationary
frame of reference = the point of view from which one observes motion
Projectile motion
projectile = object that has been launched and which doesn’t have its own propulsion system
a projectile follows a parabolic path
the range is the horizontal distance it gets
no horizontal acceleration
for vertical motion, the acceleration formulas must be used
horizontal and vertical motion must be calculated separately and then combined to produce an answer