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RADIO BASED
NAVIGATION SYSTEM
Radio-based
navigation system
developed by DOD
initially operated in
1993 ,fully operated
in 1995.
Trilateration
intersection of spheres
SV Ranging
Timing
why consistent, accurate clocks are
required
Determining Range of GPS
Dilution of precision
GPS involves THE FOLLOWING
Space segment of GPS satellites.
GPS Satellites Details.
2-Dimensional Example
 Total number of satellites are 30,24 are
under work,6 are extra satellites.
 Each satellite has 6 orbits.
 3 satellites works for GPS, 4th
satellite
work for accuracy.
3 satellites for 2d fix.
 Satellite orbital distance 20,000km.
 Orbital speed is 14,000km/hr
 60 degrees apart and 55 degrees
with respect to equatorial plane.
 Use measurement of 4 satellites
Distance=travel time*speed of
light
 Distance from two satellites defines 2 points
(in 2 dimensional space.)
 The distance from a third
satellite narrows the
location to an
“error triangle.”
 THREE SV RANGES KNOWN
 Satellite-1) 20,000km radius
 Satellite-2) 21,000km radius
 Satellite-3) 22,000km radius
Located at one of these 2 points
However, one point can easily be
Eliminated because it is either not
on earth or moving at impossible
Rate of speed.
 CESIUM ATOMIC CLOCKS are used in GPS
satellites
 Due to general theory= 45 microseconds
special theory= 7 microseconds
overall effect= 38 microseconds
Hence GPS satellite are slowed by 38 microseconds
If 1/100th
of a second error occurs
it introduce error of 1,860 miles.
 Receiver and satellite use same code
 GPS sync with each satellite by shifting the
timing of the start of an internally generated
PRN code.
 Compare incoming code with receiver generated
code
From satellite
Measure time difference
between the same part of code
From receiver
Series of ones
and zeroes repeating
every 1023 bits. So
Complicated alternation
of bits that pattern looks
random thus called
“pseudorandom code”.
Ionosphere
(Charged Particles)
Troposphere
 Technique used to correct some of these errors
 Referred to as “differential GPS” or DGPS
 In DGPS, two GPS receivers are used
 One receiver is located at an accurately
surveyed point referred to as the “base
station”
 A correction is calculated by comparing
the known location to the location
determined by the GPS satellites
 The correction is then applied to the
other receiver’s (known as the “rover”)
calculated position
 GPS system allows you to search the local
area for nearby AMENITIES such as hotels,
restaurants etc.
 GPS is very useful during adventures.
 GPS devices are perfect for water navigation.
Since there are no landmarks in large bodies
of water.
 www.slideshare.net/RishiAadi/GPS
 www.esf.edu/for/herrington/557/557pps/G
PS
 www.seminarslides.com/ppt/global-
positioning-system
 en.wikipedia.org/wiki/GPS
 www.nwcg.gov/pms/pubs/475/PMS475
 www.pocketgpsworld.com/howgpsworks.ph
 www.physics.org/article-questions.asp?
id=55
GPS-Global positioning system
GPS-Global positioning system

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GPS-Global positioning system

  • 1.
  • 2. RADIO BASED NAVIGATION SYSTEM Radio-based navigation system developed by DOD initially operated in 1993 ,fully operated in 1995.
  • 3. Trilateration intersection of spheres SV Ranging Timing why consistent, accurate clocks are required Determining Range of GPS Dilution of precision GPS involves THE FOLLOWING Space segment of GPS satellites. GPS Satellites Details. 2-Dimensional Example
  • 4.  Total number of satellites are 30,24 are under work,6 are extra satellites.  Each satellite has 6 orbits.  3 satellites works for GPS, 4th satellite work for accuracy. 3 satellites for 2d fix.
  • 5.  Satellite orbital distance 20,000km.  Orbital speed is 14,000km/hr  60 degrees apart and 55 degrees with respect to equatorial plane.  Use measurement of 4 satellites Distance=travel time*speed of light
  • 6.  Distance from two satellites defines 2 points (in 2 dimensional space.)  The distance from a third satellite narrows the location to an “error triangle.”
  • 7.  THREE SV RANGES KNOWN  Satellite-1) 20,000km radius  Satellite-2) 21,000km radius  Satellite-3) 22,000km radius Located at one of these 2 points However, one point can easily be Eliminated because it is either not on earth or moving at impossible Rate of speed.
  • 8.  CESIUM ATOMIC CLOCKS are used in GPS satellites  Due to general theory= 45 microseconds special theory= 7 microseconds overall effect= 38 microseconds Hence GPS satellite are slowed by 38 microseconds If 1/100th of a second error occurs it introduce error of 1,860 miles.
  • 9.  Receiver and satellite use same code  GPS sync with each satellite by shifting the timing of the start of an internally generated PRN code.  Compare incoming code with receiver generated code From satellite Measure time difference between the same part of code From receiver Series of ones and zeroes repeating every 1023 bits. So Complicated alternation of bits that pattern looks random thus called “pseudorandom code”.
  • 10.
  • 11.
  • 13.  Technique used to correct some of these errors  Referred to as “differential GPS” or DGPS  In DGPS, two GPS receivers are used
  • 14.  One receiver is located at an accurately surveyed point referred to as the “base station”  A correction is calculated by comparing the known location to the location determined by the GPS satellites  The correction is then applied to the other receiver’s (known as the “rover”) calculated position
  • 15.  GPS system allows you to search the local area for nearby AMENITIES such as hotels, restaurants etc.  GPS is very useful during adventures.  GPS devices are perfect for water navigation. Since there are no landmarks in large bodies of water.
  • 16.  www.slideshare.net/RishiAadi/GPS  www.esf.edu/for/herrington/557/557pps/G PS  www.seminarslides.com/ppt/global- positioning-system  en.wikipedia.org/wiki/GPS  www.nwcg.gov/pms/pubs/475/PMS475  www.pocketgpsworld.com/howgpsworks.ph  www.physics.org/article-questions.asp? id=55