ISSN 2394-3777 (Print) ISSN 2394-3785 (Online) Available online at www.ijartet.com
International Journal of Advanced Research Trends in Engineering and Technology (IJARTET) Vol. 4, Issue 12, December 2017
Operational Satellite Navigation Systems Dr.N.K.PERUMALLA Department of Electronics & Communication Engineering, Osmania University, Hyderabad, India-500007 Abstract: Global Navigation Satellite System (GNSS) or Satellite Navigation Systems (SNS) is the collective term, used to describe various satellite navigation systems, which provide three dimensional position, velocity and time across the globe, on the land, in the air, and at the sea in all weather conditions. The GNSS is successfully able to overcome the drawbacks imposed by the earlier radio navigation systems (such as Transit, and Omega). Currently, two fully operational GNSS are available across the world. These are the United States, Department of Defence’s Global Positioning System (GPS) and Russian military controlled Global Navigation Satellite System (GLONASS). These two systems are continuously upgraded to meet the higher standards of reliability. This paper discusses about the features of Operational Global Satellite Navigation Systems. Keywords: GNSS, GPS, GLONASS and SNS. tbias is the time offset between the user and the satellite. 1.INTRODUCTION Mathematically, the user position calculation can be written All GNSS operate on the trilateration principle for obtaining as, the user positioning. In this, three minimum ranging sources (xu-x1)2 + (yu-y1)2 + (zu-z1)2 = c2 (tu1 – tsv1 + tbias)2 (1) from three satellites are required. The range measured from (xu-x2)2 + (yu-y2)2 + (zu-z2)2 = c2 (tu2 – tsv2+ tbias)2 (2) the satellite to user is called as pseudorange, because it (xu-x3)2 + (yu-y3)2 + (zu-z3)2 = c2 (tu3 – tsv3+ tbias)2 (3) includes the true error and errors such as the receiver clock 2 2 2 2 2 bias and other errors. The pseudorange from each satellite (xu-x4) + (yu-y4) + (zu-z4) = c (tu4 – tsv4+ tbias) (4) define a sphere on which user position can be located in 3D 8 -1 where, ‘c’ is the free space velocity (3 x 10 ms ) of the GPS and three such ranges from three satellites define three signal. By solving these equations simultaneously, the user spheres. The intersection of these three spheres defines the position is obtained. user location. Measurement of another pseudorange from the fourth satellite is used for elimination of the receiver clock Some prominent features of GNSS which are useful in bias. improving the performance are as follows[1]. a) Since GNSS are space based, problems associated Let xu , yu , zu and xi , yi , zi (where i=1,2,3,4) be the with land based systems such as the ground coordinates of the user and the satellites in Earth Centered reflections, electromagnetic interference, reflections Earth Fixed (ECEF) coordinate system (Fig. 1). from physical systems etc., are mostly minimized. b) Forward Error Correction (FEC), pilot signals and high signal power in modern GNSS helps in improving accuracy and in indoor navigation. c) In GNSS, multiple access schemes of modulations, which help to reduce the intentional interference, are incorporated. d) The accuracy of GNSS can be further improved using differential techniques. 2. GLOBAL POSITIONING SYSTEM Global Positioning System (GPS) was also known as Navigation Satellite Timing And Ranging (NAVSTAR) Assume that the satellite starts transmitting its signals at t svi GPS. The GPS is the first fully operational GNSS, which is (i = 1 to 4) seconds and receive signals at t u i seconds. Let developed and operated by the U.S Department of Defense (DoD) since 1995[4]. Primarily GPS was developed for the U.S. military applications and later its applications were Fig.1 User position calculation
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