Kamal, Lalarukh (2001) MATHEMATICAL MODELING FOR GENERATING SYNTHETIC VALUES TO BE USED IN NON-CONVENTIONAL ENERGY SYSTEMS. PhD thesis, University of Balochistan, Quetta.
After having reviewed, all the existing deterministic and stochastic models, being used currently, allover the world, to generate data for non-conventional energy systems, a need was felt for appropriate mathematical models to generate solar radiation and wind speed for realistic operating conditions for energy systems, by mathematical equations characterizing the deterministic and the stochastic components of the long term measured records, specially from the point of view of our country, Pakistan. Stochastic modeling of hourly global solar radiation; Markov transition matrix (MTM) model; triangulation method (modified Angstrom model) for mean monthly daily global solar radiations; autoregressive moving average (ARMA) and autoregressive integrated moving average (ARIMA) models for wind; discrete state stochastic simulation of daily averaged wind speed; simulation of wind energy for different wind turbines are the models, which we fitted and tested their validity for solar and wind data of different cities of Pakistan. The generation of synthetic sequences using these models was also done and the results obtained by these models were compared. Using stochastic modeling of hourly global solar radiation, AR(l) models give the best results showing good agreement between generated and observed solar data. MTM approach to generate hourly averaged global radiation led to a reliable simulator. The method of triangulation was found better than any single regression equation methods. For generation of wind data, ARMA(2, 0) ARMA(2, 2); ARMA(l, 0) and ARMA(2, 0) are the best fitted models for winter, spring, summer and autumn respectively. The time series model, which we used to generate wind power for different turbines, suggested MOD2 turbines, the best suited for the coastal area considered.
|Item Type:||Thesis (PhD)|
|Uncontrolled Keywords:||Mathematical Modeling, Non-Conventional Energy Systems, Non-Conventional Energy, Solar Radiation, Wind speed, Markov transition, Matrix (MTM), Autogressive moving average (ARMA), Autoregressive integrated moving average (ARIMA), Wind energy,|
|Subjects:||Physical Sciences (f) > Mathematics(f5) > Applied Mathematics(f51)|
|Deposited By:||Mr. Abdul Qayoom Sohoo|
|Deposited On:||20 Dec 2006|
|Last Modified:||29 Aug 2009 09:48|
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