ISSN: 2636-6002
Model: Open Access/Peer Reviewed
DOI: 10.31248/GJEES
Start Year: 2016
Email: gjees@integrityresjournals.org
https://doi.org/10.31248/GJEES2021.095 | Article Number: B7924EB01 | Vol.6 (2) - April 2021
Received Date: 17 February 2021 | Accepted Date: 09 March 2021 | Published Date: 30 April 2021
Authors: Abayomi Isiaka O. Yussuff* and Kabir Momoh
Keywords: Attenuation, prediction models, rain rate, slant path, tropics.
This work concerns the evaluation of the performances of some selected rain attenuation models at two different locations in Lagos, Nigeria at 12 and 40 GHz. Scarcity of rainfall data in the tropical regions resulted in abysmal research efforts into the causes and solutions to satellite signal outages, this was further exacerbated by the convective tropical rain precipitations. The globally adopted ITU-R model, had been declared unsuitable for predicting rain attenuation in the tropics by several researchers in the literature. Two-year (January 2016 to December 2017) local rainfall data were sourced from the Nigerian Meteorological Services (NIMET) for two coastal stations (Ikeja and Oshodi). Rain attenuation exceeded for rain rate at 0.01% of the time, A0.01 was computed after the 1-hour rain rate integration time which was sourced from NIMET was converted to 1-minute integration time. Attenuation exceeded for other percentages of time were also obtained using statistical interpolation and extrapolation methods. The collected data were tested with ITU-R, SST, SAM, DAH and Silva Mello et al. For Ikeja at 12 GHz, the SST was observed to closely match the measurement attenuation at 0.01% ≤ p ≤ 1% of time exceeded; closely followed by Silver Mello. For Oshodi also at 12 GHz, SST intersected with the measured attenuation at 0.01% ≤ p ≤ 0.03%, and p = 0.1%, of time. However, at 40 GHz, all the prediction models performed poorly by underestimating the measurement for Ikeja, although SST showed the best effort. The SST model matched the measurement, especially at p = 0.03% and p = 0.5% for Oshodi at 40 GHz, closely followed by Silva Mello which matched the measurement at p = 0.05% and p = 0.1%, while ITU-R, SAM and DAH largely underestimated the measurement. The SST was therefore affirmed the overall best performed rain attenuation prediction model for both stations at both frequency bands; closely followed by the Silva Mello. ITU-R, SAM and DAH on the other hand performed poorly. The findings arising from this work could present useful information to satellite equipment designers and manufacturers, while at the same time ensuring that service providers conform to the required service level agreements.
| Abdulrahman, A., Rahman, T. A., Islam, M. R., Olufeagba, B. J., Yussuff, A., & Khamis, N. H. (2013). An improved slant path attenuation prediction method in tropical climates. Radioengineering, 22(4), 1082-1089. | ||||
| Akinyemi, A. G. (2014). Estimation of rain attenuation at C, Ku, Ka and V-bands for satellite links in nigeria (Doctoral dissertation, Redeemer University). Pp. 1-109. | ||||
| Al-Saegh, A. M., & Elwi, T. A. (2019). Direct extraction of rain-induced impairments on satellite communication channel in subtropical climate at K and Ka bands. Telecommunication Systems, 74, 15-25. Crossref |
||||
| Cakaj, S. (2009). Rain attenuation impact on performance of satellite ground stations for low earth orbiting (LEO) satellites in Europe. International Journals of Communications, Network and System Sciences, 9, 480-485. Crossref |
||||
| Chebil, J., & Rahman, T. A. (1999a). Rain rate statistical conversion for the prediction of rain attenuation in Malaysia. Electronics Letters, 35(12), 1019-1021. Crossref |
||||
| Chebil, J., & Rahman, T. A. (1999b). Development of 1 min rain rate contour maps for microwave applications in Malaysian Peninsula. Electronics Letters, 35(20), 1772-1774. Crossref |
||||
| Chýlek, P., & Zhan, J. (1990). Absorption and scattering of light by small particles: The interference structure. Applied optics, 29(28), 3984-3984. Crossref |
||||
| Dissanayake, A., Allnutt, J., & Haidara, F. (1997). A prediction model that combines rain attenuation and other propagation impairments along earth-satellite paths. IEEE Transactions on antennas and propagation, 45(10), 1546-1558. Crossref |
||||
| Drufuca, G. (1973). Rain Attenuation Studies. United States Air Force: Canada: 1-105. Crossref |
||||
| ITU-R, P. 311-17 (2017). Acquisition, presentation and analysis of data in studies of tropospheric propagation. International Telecommunication Union. | ||||
| ITU-R, P. 618-13. (2017). Propagation data and prediction methods required for the design of Earth-space telecommunication systems. International Telecommunication Union. | ||||
| ITU-R, P. 839-4 (2013). Rain height model for prediction methods. International Telecommunication Union. | ||||
| ITU-R. P.838-3. (2005). Specific attenuation model for rain for use in prediction methods. International Telecommunication Union. | ||||
| Janer Cifre, S. (2016). Rainfall estimation from telecommunication network (Bachelor's thesis, Universitat Politècnica de Catalunya). Pp. 1-64. | ||||
| Kalu, C., Ozuomba, S., & Jonathan, O. A. (2015). Rain rate trend-line estimation models and web application for the global ITU rain zones. European Journal of Engineering and Technology, 3(9), 14-29. | ||||
| Kumar, S., Bhaskara, V., & Narayana Rao, D. (2008). Prediction of Ku band rain attenuation using experimental data and simulations for Hassan, India. International Journal of Computer Science & Network Security, 8, 10-15. | ||||
| Magorri, D. (1981). Computed transmission through rain in the 1-400 GHz frequency range for spherical and elliptical drops and any polarization. Alta Frequenza, 50, 262-273. | ||||
| Mandeep, J. S., & Tanaka, K. (2007). Effect of atmospheric parameters on satellite link. International Journal of Infrared and Millimeter Waves, 28(10), 789-795. Crossref |
||||
| Matricciani, E. (1996). Physical-mathematical model of the dynamics of rain attenuation based on rain rate time series and a two-layer vertical structure of precipitation. Radio Science, 31(02), 281-295. Crossref |
||||
| Matricciani, E. (2006, November). A fundamental differential equation that links rain attenuation to the rain rate measured at one point, and its applications in slant paths. In: 2006 First European Conference on Antennas and Propagation. Pp. 1-6. Crossref |
||||
| Matricciani, E. (2008). Global formulation of the Synthetic Storm Technique to calculate rain attenuation only from rain rate probability distributions. In: 2008 IEEE Antennas and Propagation Society International Symposium. Pp. 1-4. Crossref |
||||
| Mello, L., & Pontes, M. S. (2012). Unified method for the prediction of rain attenuation in satellite and terrestrial links. Journal of Microwaves, Optoelectronics and Electromagnetic Applications, 11(1), 1-14. Crossref |
||||
| Mitić, D., Lebl, A., Trenkić, B., & Markov, Ž. (2015). An overview and analysis of BER for three diversity techniques in wireless communication systems. Yugoslav Journal of Operations Research, 25(2), 251-269. Crossref |
||||
| Mollel, M. S., & Kisangiri, M. (2014, July). An overview of various propagation model for mobile communication. In Proceedings of the 2nd Pan African International Conference on Science, Computing and Telecommunications (PACT 2014) (pp. 148-153). IEEE. Crossref |
||||
| NIMET (2018). Agrometeorological Bulletin No.8, Dekad 2, March (11 -20) 2018 ISSN: 2315-9790, Nigerian meteorological agency, 8, 10-12. | ||||
| Oluwadare, E. J., Tomiwa, A. C., & Ajewole, M. O. (2012). Investigation of Radiowave propagtion impairment at super high frequency due to Rain in Akure. American International Journal of Contemporary Research, 2(10), 122-137. | ||||
| Omotosho, T. V., & Oluwafemi, C. O. (2009). Impairment of radio wave signal by rainfall on fixed satellite service on earth-space path at 37 stations in Nigeria. Journal of Atmospheric and Solar-Terrestrial Physics, 71(8-9), 830-840. Crossref |
||||
| Prasad, M. S. G., Siddaiah, P., Reddy, L. P., & Lekha, K. (2010). Analysis of fast fading in wireless communication channels. Intl Journal of Systems and Technologies, 3(1), 139-145. | ||||
| Segal, B. (1986). The influence of raingage integration time, on measured rainfall-intensity distribution functions. Journal of Atmospheric and Oceanic Technology, 3(4), 662-671. Crossref |
||||
| Singh, M. S. J., Hassan, S. S., & Ain, M. F. (2007). Rainfall attenuation and rainfall rate measurements in Malaysia comparison with prediction models. American Journal of Applied Sciences, 4(1),5-7. Crossref |
||||
| Stutzman, W. L., & Yon, K. M. (1986). A simple rain attenuation model for earth-space radio links operating at 10-35 GHz. Radio science, 21(1), 65-72. Crossref |
||||
| Yussuff, A. I. O. (2016). Analysis of Selected Earth-Space Rain Attenuation Models for a Tropical Station. Indonesian Journal of Electrical Engineering and Computer Science, 3(2), 383-391. Crossref |
||||
| Yussuff, A. I., & Khamis, N. H. (2012). Rain attenuation modelling and mitigation in the tropics: brief review. International Journal of Electrical and Computer Engineering, 2(6), 748-757. Crossref |
||||
| Yussuff, A. I., & Khamis, N. H. H. (2014). Rain attenuation prediction model for lagos at millimeter wave bands. Journal of Atmospheric and Oceanic Technology, 31(3), 639-646. Crossref |
||||