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Cards (21)
Galilean
Conceptions
Vertical
Motion,
Horizontal
Motion, and Projectile Motion
Scientists and philosophers have been trying to answer the question "Why do objects move?" even before
300 B.C.
Aristotle's
attempt
Based on inductive-deductive reasoning, accepted for
centuries
Galileo Galilei
challenged the Aristotelian view of
motion
through his actual and thorough experiments
Aristotle's view on motion
Natural motion: object will move and return to natural state based on
material
or
composition
Violent motion: object requires
external force
to move
Aristotle's view on projectile motion
Object thrown at angle is given an "
impetus
" - a force or energy that permits it to move, until impetus is
lost
and object falls to ground
Galileo disproved
Aristotle's
claims and believed
motion
can be described by mathematics and changes in physical variables like time and distance
Galileo's findings from experiments
An object in
uniform
motion will travel
distance
proportional to time
A
uniformly
accelerating object will travel at
speed
proportional to time factor
An object in motion, if
unimpeded
, will continue to be in motion;
external
force not necessary to maintain motion
Horizontal motion
An object in
motion
, if unimpeded, will continue to move without
external
force
Vertical motion
In absence of resistance, objects fall at same rate regardless of weight; object encountering resistive force will
slow down
and reach
uniform motion
Projectile motion
Combination of uniform horizontal motion and
uniformly accelerated vertical
motion; object continues to move
without
applied force
Uniform motion
Object moving at
constant
velocity
Constant acceleration motion
Object traveling with varying
velocity
, may be speeding up,
slowing
down, or changing direction
Acceleration = change in
velocity
/ change in
time
SI unit is
m/s^2
Newton's Three Laws of
Motion
Explain why things behave the way they do
Galileo's
concept of
inertia
- objects tend to maintain initial state of motion
Law of Universal Gravitation
Every mass attracts another mass, with force directly proportional to product of masses and inversely proportional to square of distance
Momentum
Quantity of
motion
an object possesses, calculated as
mass
x velocity
Conservation of momentum: in
closed
system, total momentum remains
constant
before and after collision/interaction
Momentum
is a
vector
quantity with both magnitude and direction
SI unit is
kg·m/s
Impulse
Change in
momentum
of object resulting from force applied over time, equal to force x
time interval
Learning Activity - Output
2
Think of ideas
showing
how things move according to
Newton's laws
2. Draw
/
cut scene
showing pushes, pulls, objects at rest
3. Add color and details to show Newton's laws
in
action
Law of
Inertia
Law of
Acceleration
Law of
Interaction