Kinematics Flashcards
study of motion of particles and bodies, without taking into account the factors that cause motion
kinematics
– deals with motion of objects and forces that change this motion
mechanics
study of motion, along with the factors that cause motion; calculations involve masses and forces
dynamics
motion along a straight path
rectilinear motion/translational motion
change of position over time
motion
any measurement of position, distance or speed must be made with respect to a reference frame
frame of reference
measured along the actual path
distance
– how far the object is from its starting point, regardless of how it got there
displacement
formula of displacement
Δx= Xf- Xo
how far an object travels in a given time interval; it is a scalar quantity
speed
formula of speed
v=d/t
includes directional information, a vector quantity
velocity
velocity formula
average velocity=displacement/(time elapsed)
average velocity over a very, very short (infinitesimal) time interval
instataneous velocity
Can be determined by measuring the slope of the line that is tangent to that point on the position-versus-time graph
instantaneous velocity
changing velocity (non-uniform)
acceleration
formula for acceleration
Vf-Vi/t
describe motion
velocity +
acceleration -
slowing down in + direction
describe motion
velocity -
acceleration -
speeding up in - direction
describe motion
velocity +
acceleration -
slowing down in + direction
describe motion
velocity -
acceleration +
slowing down in - direction
– a body is said to be in this kind of motion if it travels equal distances in equal intervals of time
uniform motion
in uniform motion:
Velocity is ____; acceleration is ___
constant
zero
Examples include train moving at steady speed, hands of clock motion, motion of the blades of an electric fan
uniform motion
equation for uniform motion
x = vt
x = xo + vt
motion of an object where acceleration is constant
uniformly accelerated motion
examples include a ball rolling down an inclined plane, motion of a freely falling body
uniformly accelerated motion
formula for finding velocity at constant acceleraton
Vf= Vo+at
formula for finding displacement to changing velocities
Δx=(vf-vo)/2 t
formula for relating initial velocity and constant acceleration without final velocity
x= Vi t+1/2 at^2
kinematic equation without time
Vf^2= Vi^2+2ax