httpwwwyoutubecomwatchvh3fH84fE0eoampfeaturerelated Why doesnt the moon fall down It does httpwwwyoutubecomwatchvRsFf9gl6lL8ampfeaturerelated What is a satellite Technically anything that is in orbit around Earth is technically a satellite but the term satellite ID: 728599
Download Presentation The PPT/PDF document "Satellites Why do objects move in a circ..." is the property of its rightful owner. Permission is granted to download and print the materials on this web site for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.
Slide1
SatellitesSlide2
Why do objects move in a circle?
http://www.youtube.com/watch?v=h3fH84fE0eo&feature=relatedSlide3
Why doesn’t the moon fall down?
It does.
http://www.youtube.com/watch?v=RsFf9gl6lL8&feature=relatedSlide4
What is a satellite?
Technically, anything that is in orbit around Earth is technically a satellite, but the term "satellite" is typically used to describe a useful object placed in orbit purposely to perform some specific mission or task. We commonly hear about weather satellites, communication satellites and scientific satellites.Slide5
Whose Satellite Was the First to Orbit Earth?
The Soviet Sputnik satellite was the first to orbit Earth, launched on October 4, 1957.
It weighed 184 pounds and was 23” in diameter.Slide6
What happened to it?
After 92 days, gravity took over and Sputnik burned in Earth's atmosphere. Thirty days after the Sputnik launch, the dog Laika orbited in a half-ton Sputnik satellite with an air supply for the dog. It burned in the atmosphere in April 1958. Slide7
Progress since then…
ISS Video
http://www.theblaze.com/stories/one-of-the-best-time-lapsed-videos-of-earth-from-space-yet/Slide8
How Do You Put Something In Orbit?
If the Earth were flat like some people used to believe, no matter how fast you threw something out horizontally, it would hit the ground. The faster you threw it, the farther away along the ground it would hit. Plus - all of the balls will hit the ground at the same time.
http://www.ux1.eiu.edu/~cfadd/1150/05UCMGrav/Sat.html
Slide9
But the Earth is not
flat!
As something falls "straight" toward the center of the Earth, it has to curve around with the Earth. Slide10Slide11
Throw an object fast enough that its “fall” matches the curvature of the Earth.
The Earth’s curvature is such that it “drops” about 5 meters every 8,000 m.
So what speed would it have to go to orbit the Earth at the surface?
8 km/s!Slide12
The
only
force on a satellite is the
force of gravity.
That’s the force pulling it in to the center.Slide13
Launch
Space shuttle Atlantis final launch: NASA video of last take-off
http://www.youtube.com/watch?v=2EFuLap5Pgg
Mars exploration rover Slide14
Let’s use equations to check how fast an object near the Earth’s surface is orbiting?
Fg = Fc
Fg = mv
2
/ r
m g = m v
2
/ r
g = v
2
/ r
v
2
= g r
If r = 6.38 x 10
6
m, what is v?Slide15
The orbital velocity is
v
2
= ( 9.8 m/s ) ( 6.38 x 10
6
m ) = 6.25 x 10
7
(m/s)
2
v = 7.9 x 10
3
m/s
That’s 17 000 mi/h!Slide16
What about the
period
? How long does it take to make one orbit?
v = d / T
T = d / v
T = 2
π
r / v
T = 2 ( 3.14 ) ( 6.38 x 10
6
m ) / ( 7.9 x 10
3
m/s )
T = 5074 s [ 1 min/60 s ] = 84 minSlide17
The
Space Shuttle
is an excellent example of a satellite in a
low-Earth orbit
.
The Space Shuttle orbits about 100 km to 200 km above Earth's surface. Earth's radius is about 6 000 km so this is an increase of only about 2% or 3%. That means the force of gravity is only about 4% to 6% less than
at Earth's surface
.Slide18
Low Earth Orbit
Imagine yourself in an elevator when the cable breaks! The only force on you is gravity! Slide19
The Physical Aspect
Bodily fluids are redistributed, with less in the lower extremities, and more in the upper body. Without the pulls of normal gravity, blood doesn't flow downhill, but pools in the extremities including the face, hands and feet, causing a puffy appearance. And without that downward pressure, height increases. Body mass often decreases with a loss of muscular tissue from nitrogen depletion; the veins and arteries of the legs become weaker, anemia occurs, accompanied by a reduction in blood count. Astronauts report an overall feeling of weakness and loss of balance upon return to Earth, though recovery is nearly complete after a week.Slide20
Types of Satellites
http://www.windows.ucar.edu/spaceweather/effects1.html
Slide21
Types of Orbits
Polar Orbits
This orbit allows the satellite to observe the entire Earth's surface as it rotates beneath it. Most desired orbits are between 700 and 800 km altitude with orbit periods between 98 and 102 minutes.
Slide22
Uses of Polar Orbiting Satellites
This orbit provides global daily coverage of the Earth with higher resolution than geostationary orbit. Even though satellites do not pass directly over the poles they come close enough that their instruments can scan over the polar region, providing truly global coverage. Slide23
Geosynchronous Satellites Orbit
around the Earth at the same speed that the Earth rotates.
What’s its period?
24 hours
If they stay over the same place, they are called geostationary. Where do they orbit?
Over the equator. Because of this, it appears to remain over a fixed point on the Earth's surface.
Slide24
Uses of Geosynchronous Satellites
Perfect for communications satellites because always in view of the ground station providing continuous TV and telecommunications services to customers. Also ideal for making uninterrupted observations of the weather or environmental conditions in a given area. Slide25
Definitions:
Geosynchronous- same period as Earth
Geostationary – orbits over the same location on Earth
Asynchronous – not once a day, like the space station.Slide26
What is the orbital radius of a geosynchronous satellite?
Fg = Fc
Fg = mv
2
/ r
GM
E
M
S
/r
2
= M
S
v
2
/ r
GM
E
/r
2
= (2
π
r/T)
2
/ r
GM
E
/r
2
=
(2
π
r)
2
/ T
2
r
GM
E
/r
2
= 4
π
2
r
2
/ T
2
rSlide27
GM
E
/r
2
= 4
π
2
r
2
/ T
2
r
Move r
2
to top
GM
E
= 4
π
2
r
2
r
2
/ T
2
r
GM
E
= 4
π
2
r
3
/ T
2
Solving for r:
r
3
= GM
E
T
2
/ 4
π
2
This means that for a fixed period – like 24 hr – there is only ONE radius that will work!!
Slide28
r
3
= (6.67 x 10
-11
)(6 x 10
24
kg)(86,400s)
2
/4
π
2
r
3
= 7.54 x 10
22
m
3
r = 4.2 x 10
7
m
If we subtract off the radius of the Earth, which is 6.38 x 10
6
m (or 6380 km), then
The orbital radius is 36,000 km above earth, or
6 r
E
(
6 times Earth’s radius
). Slide29
What’s the velocity of a geosynchronous satellite?
Fg = Fc
Fg = mv
2
/ r
GM
E
M
S
/r
2
= M
S
v
2
/ r
GM
E
/r
2
= v
2
/ r
GM
E
/r = v
2
v= square root of (GM
E
/r)
V
= 3070 m/s Slide30
So all the geosynchronous satellites orbit at this radius!Slide31
Geosynchronous orbits are 1/10 the distance to the moon!Slide32
Space Junk at Tipping Point
http://www.youtube.com/watch?v=2gTkoFJ2yIQ&feature=fvsr
Debris – green dots
http://www.youtube.com/watch?v=L915JJMcu4sSlide33
What happens when satellites plunge back toward Earth?
This happened on Sept. 22, 2011.
Watch Out! NASA UARS satellite to hit Earth... Anywhere!
(Upper Atmosphere Research Satellite)
http://www.youtube.com/watch?v=vwnNTllrAdM
http://www.youtube.com/watch?v=GCd4VwmNATU&feature=relatedSlide34
Comparing velocity, radius and period:
Radius
r
Period
T
Velocity
v
Surface/ LEO
6.38 x 10
6
m
83 min.
8 km/s
Geostationary
4.23 x 10
7
m
24 hr.
3 km/s
Moon
3.84 x 10
8
m
27.3 days
1 km/sSlide35
Does this make sense?
Doesn’t v = 2
π
r/T?
Then doesn’t that mean
that as r ↑, v ↑?
But v depends on T, so to eliminate v:
F
c
= F
g
⇒ m
S
v
2
/r
= Gm
S
m
E
/ r
2
⇒ v = √Gm
E
/
r
v
2
= Gm
E
/r
= 4π
2
r
2
/
T
2
r
3
/T
2
=
Gm/
4π
2
= constant
r
3
∝
T
2
So as r increases, T increases. Slide36
Summary - 2 ways to find velocity:
V = 2
π
r / T
V = √ (GME/r)
(This means square root!)
Where r is the orbital radius, not the height above the surface. Slide37
Problem Solving
What is the speed of a space shuttle in a circular orbit 1000km above Earth’s surface?
The mass of Earth is 6 x 10
24
kg and the radius of Earth is 6.38 x 10
6
m. G = 6.67 x 10-11. Slide38
Solution
R = 7.38 x 10
6
m
Fc = Fg
V
2 = GMe/RV = 7.35 x 103 m/s or 16,500 mphSlide39
NASA GOES - P Mission Overview
http://www.youtube.com/watch?v=QpBSwwCPC94&feature=related
Cup of coffee
http://www.youtube.com/watch?v=pk7LcugO3zg&feature=related
Going to the bathroom
http://www.youtube.com/watch?v=HUe2HcFUPSo&feature=related
Slide40
Space Junk Video
4 min.
http://videos.howstuffworks.com/hsw/19197-satellite-technology-orbit-and-orbital-debris-video.htm
Slide41
Real Time Satellite Tracking
Click and drag applet
http://www.n2yo.com/
Slide42
Tracking ISS
Another ISS tracking site.
http://spaceflight.nasa.gov/realdata/tracking/index.html
Slide43
Satellite Tracking
Position of ISS and other satellites
http://science.nasa.gov/Realtime/jtrack/3d/JTrack3d.html
Slide44
History of ISS
http://www.nasa.gov/worldbook/intspacestation_worldbook.html
Slide45
Attitudes of ISS
Adjusting the angle for solar panels.
http://spaceflight.nasa.gov/station/flash/iss_attitude.html
Slide46
Interactive Reference Guide
Videos of how the crew eats, sleeps and exercises.
http://www.nasa.gov/externalflash/ISSRG/
Slide47
Upcoming Launches
http://www.nasa.gov/missions/highlights/schedule.html
Slide48
NASA in motion
Link to NASA Drawing VideoSlide49
Cup of Joe
Link to Cup of Joe Video Slide50
Atlantis leaves ISS
Link to Undocking VideoSlide51
Takeoff and Landing of Discovery
http://www.youtube.com/watch?v=5B9ff-2bDb4
Slide52
Apollo Guys – Co Ops
http://www.youtube.com/watch?v=sItKDSf0xl8
Link Apollo Guys (Apologize)
Watching on the screen
Saturn V lifts off the ground
After many sims,
Flight control has got it down
You say that its not easy, but
Astronauts are all moonbound and wait
Were watching them on TV
Walking on the lunar ground and say
We did it Apollo Guys! Slide53
How GPS WorksSlide54
The dashed lines show the actual intersection point, and the gray bands indicate the area of uncertainty. Slide55
The solid lines indicate
where the GPS receiver "thinks" the spheres
are located. Because of errors in the
receiver's internal clock, these spheres do
not intersect at one point.
Three spheres are necessary to find position in two dimensions, four are needed in three dimensions. Slide56
Problem Solving #1
A satellite over Jupiter is placed 6 x 10
5
m above surface, given mass of Jupiter, find v.
Mass of Jupiter = 2 x 10
27
kg,
R
adius of Jupiter
= 71,492
kilometers
So r = radius of Jupiter + height over surface
r = 7.2 x 10
7
m
V
2
= GM
J
/r
v
2
= 1.76 x 10
9
m/s
v = 4.195 x 10
4
m/sSlide57
Problem Solving #2
A
satellite wishes to orbit the earth at a height of 100 km (approximately 60 miles) above the surface of the earth. Determine the speed, acceleration and orbital period of the satellite. (Given:
M
earth
= 5.98 x 1024
kg,
R
earth = 6.37 x 10
6
m)
Speed =
= 7.85 x 10
3
m/s
Acceleration =
a = 9.53 m/s
2
Orbital
period =
T = 5176 s = 1.44
hrsSlide58
#3
One
of Saturn's moons is named
Mimas
. The mean orbital distance of
Mimas
is 1.87 x 108 m. The mean orbital period of Mimas is approximately 23 hours (8.28x10
4
s). Use this information to estimate a mass for the planet Saturn.
Using the T and R values given, the T
2
/ R
3
ratio is 1.05 x 10
-15
. This ratio is equal to 4*pi
2
/ G *
M
central
.
Mass
of
S
aturn
can be found to be 5.64 x 10
26
kg.Slide59
#4
Satellites circling unknown planet. Sat1 has v1 = 1.7 x 10
4
m/s, and r = 5.25 x 10
6
m. Sat2 has r = 8.6 x 10
6 m. Find v for Sat2.
V
2
= GM
PLANET
/r
So M
PLANET
G
=
constant
= v
2
r
V
1
2
r
1
= v
2
2
r
2
V
2
= 1.33 x 10
4
m/sSlide60
Which of following statements is accurate regarding man-made satellites?
A. It is possible to have a satellite traveling at either a high speed or at a low speed in a given circular orbit.
B. Only
circular orbits (and not elliptical ones) are possible for artificial satellites.
C. A
satellite in a large diameter circular orbit will always have a longer period of revolution about the
e
arth than will a satellite in a smaller circular orbit.
D. The
velocity required to keep a satellite in a given orbit depends on the mass of the satellite
. Slide61Slide62
Next Genertion Car Navigation
http://my.clarion.com/en-ca/html/products
Slide63
Practice Questions Giancoli
http://cwx.prenhall.com/giancoli/chapter5/multiple1/deluxe-content.html
Slide64
Satellites orbiting earth
http://www.youtube.com/watch?v=gEOAp6k72gc
Slide65
Launching Satellites
http://www.youtube.com/watch?v=W4PE8LK2Ga0
Slide66