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Cards (21)
Galilean
Conceptions
Vertical
Motion,
Horizontal
Motion, and Projectile Motion
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Scientists and philosophers have been trying to answer the question "Why do objects move?" even before
300 B.C.
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Aristotle's
attempt
Based on inductive-deductive reasoning, accepted for
centuries
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Galileo Galilei
challenged the Aristotelian view of
motion
through his actual and thorough experiments
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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
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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
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Galileo disproved
Aristotle's
claims and believed
motion
can be described by mathematics and changes in physical variables like time and distance
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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
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Horizontal motion
An object in
motion
, if unimpeded, will continue to move without
external
force
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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
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Projectile motion
Combination of uniform horizontal motion and
uniformly accelerated vertical
motion; object continues to move
without
applied force
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Uniform motion
Object moving at
constant
velocity
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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
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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
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Law of Universal Gravitation
Every mass attracts another mass, with force directly proportional to product of masses and inversely proportional to square of distance
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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
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Impulse
Change in
momentum
of object resulting from force applied over time, equal to force x
time interval
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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
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Law of
Inertia
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Law of
Acceleration
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Law of
Interaction
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