Title: Where did the idea of acceleration come from?
1Where did the idea of acceleration come from?
- This idea has been around for a long long time.
2People have been thinking about acceleration for
thousands of years.
- In the fourth century B.C. two Greek Scientists,
Aristotle and Strato described free fall as
acceleration. - Youve seen free fall before!
- Ever seen a Base Jumper?
- These are the thrill seekers that get their kicks
by jumping off of tall structures and
experiencing the sensation of flight. - Just take a look at the following video clip and
youll see what I mean!
3(No Transcript)
4(No Transcript)
5What a Rush huh?
- Anyways back to acceleration.
- Units of acceleration can be confusing.
- Almost all of the units that you will use in this
class will be in metric units. - If we measure speed in Km/hr then the change in
speed is going to be expressed in Km/hr as well! - For example, 25 Km/hr is the difference between a
speed of 40 Km/hr and 15 Km/hr
6What is the formula for finding Acceleration?
- The formula for finding acceleration is the
change in speed divided by the change in time. - Acceleration Speed/ Time
- The units would be units of speed over units of
time.
7Now if you remember back to the constant for the
acceleration of gravity you saw a rather strange
unit associated with it.
- Do you first of all remember the constant for the
acceleration of gravity? - 9.8 or 10 m/sec2
- Where does that sec2 came from?
- Think of the following situation,
- If something is falling at a certain speed, 9.8
or 10 m/sec you have to measure that change in
speed by a change in time, with respect to
gravity it is measured in seconds. - Therefore according to the formula for
acceleration, which is the change in speed over
the change in time, this is how we get the sec2
in the constant - The speed is 9.8 or 10 m/sec and the time it
takes to do this is 1 sec, this translates into
9.8 m/sec/sec or 9.8 m/sec2
8Thats all nice but what in the H_ _ _ does it
mean?
- What that means is that when something is
released and is falling that its speed is going
to change. - The speed will increase!
- The speed will increase every second by a factor
of 9.8 or 10 m/sec. - This speed will continue to increase until the
opposing force of the air that it is pushing
aside equals the rate at which it is
accelerating. - This translates into an acceleration of ZERO.
- This is also known as Terminal Velocity.
- This is the point at which a falling body no
longer changes its speed but stays at that speed. - It doesnt fall any faster.
9How fast is Terminal Velocity?
- That depends on several things
- The shape of the item.
- The more aerodynamic the greater the terminal
velocity. - That is because there is less air resistance
working against gravity and that allows a greater
speed. - It also depends upon the temperature of the air.
- The warmer the air the greater the velocity.
- This is because of the fact that warm air is less
dense than cold air and wont have a lot of air
pressure to work against the falling body. - Thus allowing it to fall faster
- And most importantly, the constant of gravity.
- NASA engineers need to know what the constant for
gravitational acceleration is on the different
planets that we send probes to. - Some planets have a much higher constant for this
acceleration. - This is because of the fact that we want the
probe to survive reentry. - If it falls too fast the atmospheric resistance
on the probe could cause enough friction to make
the probe burn up. - They want to slow these instruments down before
they burn up!
10Remember that the force of gravity has a constant
acceleration.
- We normally call this the G force.
- Take a look at what this guy is experiencing!
11That idea of slowing something down has a special
name.
- When something changes its speed in a downward
direction, that is to say it slows down, as well
as has its time changing, we call it
Deceleration.
12But always remember this,
- No matter which way the speed changes it is
always a form of acceleration!
13What does acceleration look like on a graph?
14Here is constant Deceleration.
15Here are two different rates of acceleration.