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References

  • Castanet, L., A. Bolea-Alamañac, and M. Bousquet (2003), Interference and fade mitigation techniques for Ka and Q/V band satellite communication systems, paper presented at International Workshop on Satellite Communications From Fade Mitigation to Service Provision, Comm. on Sci. and Technol., Noordwijk, Netherlands, May .
  • Crane, R. K. (1996), Electromagnetic Wave Propagation Through Rain, John Wiley, Hoboken, N. J.
  • Crane, R. K. (2003), Propagation Handbook for Wireless Communication System Design, CRC Press, Boca Raton, Fla.
  • International Telecommunication Union (1994a), Recommendation ITU-R S.741.2, Carrier-to-interference calculations between networks in the fixed-satellite service, S Series, Geneva, Switzerland.
  • International Telecommunication Union (1994b), Recommendation ITU-R S.465-5, Reference Earth-station radiation pattern for use in coordination and interference assessment in the frequency range from 2 to about 30 GHz, S Series, Geneva, Switzerland.
  • International Telecommunication Union (2002), Recommendation ITU-R S.1323-2, Maximum permissible levels of interference in a satellite network (GSO/FSS; non-GSO/FSS; non-GSO/MSS feeder links) in the fixed-satellite service caused by other codirectional FSS networks below 30 GHz, S Series, Geneva, Switzerland.
  • International Telecommunication Union (2003a), Recommendation ITU-R P.837-4, Characteristics of precipitation for propagation modeling, P Series, Geneva, Switzerland.
  • International Telecommunication Union (2003b), Recommendation ITU-R P.838-2, Specific attenuation model for rain for use in prediction methods, P Series, Geneva, Switzerland.
  • International Telecommunication Union (2003c), Recommendation ITU-R P.839-3, Rain height model for prediction methods, P Series, Geneva, Switzerland.
  • Jacobs, D. A. H. (1977), The State of the Art in Numerical Analysis, Elsevier, New York.
  • Kanellopoulos, J. D., and A. D. Panagopoulos (2001), Ice crystals and raindrop canting angle affecting the performance of a satellite system suffering from differential rain attenuation and cross-polarization, Radio Sci., 36(5), 927940.
  • Kanellopoulos, J. D., S. Ventouras, and C. N. Vazouras (1993), A revised model for the prediction of differential rain attenuation on adjacent Earth-space propagation paths, Radio Sci., 28(6), 10711086.
  • Kanellopoulos, J. D., A. D. Panagopoulos, and S. N. Livieratos (2000), A comparison of copolar and cochannel satellite interference prediction models with experimental results at 11.6 and 20 GHz, Int. J. Sat. Commun., 18, 107120.
  • Lin, S. H. (1975), A method for calculating rain attenuation distribution on microwave paths, Bell Syst. Tech. J., 54(6), 10511086.
  • Matricciani, E. (1997), Copolar and cochannel interference during rain at 11.6 GHz estimated from radar measurements, Int. J. Sat. Commun., 15, 6571.
  • Matricciani, E., and M. Mauri (1996), Cochannel interference in satellite communication systems derived from rain attenuation measurements at 20 GHz, Int. J. Sat. Commun., 14, 7176.
  • Panagopoulos, A. D., and J. D. Kanellopoulos (2002), Prediction of triple-orbital diversity performance in Earth-space communication, Int. J. Sat. Commun., 20, 187200.
  • Rogers, R. R., R. L. Olsen, J. L. Strickland, and G. M. Coulson (1982), Statistics of differential rain attenuation on adjacent Earth-space propagation paths, Ann. Telecommun., 37, 445452.