• م.د عبدالناصر محمد نعيم رمضان
  • Abed Alnaser Ramadan
  • تدريسي : هندسة الامن السيبراني
  • Teaching : Cyber Security Engineering
  • دكتوراه الاتصالات والالكترونيات
  • communications and electronics
  • abdulnaser@esraa.edu.iq
  • abedalnasser.ramadan@gmail.com
  • البحوث

    البحوث

    2019 International Journal of Academic Scientific Research
    This paper indicates importance of using sparse arrays (SA) in direction of arrival (DOA) estimation algorithms in smart antenna system (SAS). Analytical study of sparse arrays is introduced, which include coprime array, extended coprime array, nested array, coprime array with compressed interelement spacing (CACIS), and coprime array with displaced subarrays (CADiS).Paper evaluates these sparse arrays using their difference coarray equivalence and derives the analytical expressions of the coarray aperture, the achievable number of unique lags, the maximum number of consecutive lags and degree of freedom (DOF). Compared to uniform arrays with ( ) sensors, sparse arrays increase the degree of the freedom from ( )to ( ). For comparison of performance of these sparse arrays, numerical example is introduced, where the results indicate that nested array structure provides coarray with unique lags (that are all consecutive), which are larger than that of prototype and extended coprime. Results also indicate that the CACIS structure yields flexibility in trade-off between unique lags and consecutive lags, whereas the CADiS structure allows the minimum interelement spacing to be much larger than the typical half-wavelength requirement, but at the expense of a decrease in consecutive lags. Furthermore, the nested CADiS slightly outperform the nested CACIS due to the higher number of consecutive lags achieved. We propose the scheme for DOA estimation using suitable sparse arrays with SS-MUSIC or LASSO algorithms. According to results, we can choose suitable sparse array and DOA estimation algorithm in SAS depending to the radio situation and the purpose of this SAS. All mentioned arrays and algorithms are simulated using MATLAB. Results of simulations support the theoretical expressions.

    2018 R. J. of Aleppo Univ. Engineering Science Series (2)

    This paper indicates importance of algorithms of estimation direction of arrival (DOA) of incoherent signals in smart antenna system (SAS). DOA algorithms can be divided into three basic categories, namely, conventional (classical), subspaces methods, and parametric methods like maximum likelihood (ML) techniques. The paper introduces, using Uniform Linear Array, brieflly study of conventional methods, which include Delay-and-Sum and Capon's Minimum Variance, and analytical detailed study of subspaces methods, which include MUSIC, Root-MUSIC and ESPRIT. This paper compares between subspaces algorithms and determines advantages and disadvantages in terms of DOA accuracy, resolution and execution time or computation efficiency. Results indicate that subspaces methods outperform conventional methods. In addition, ESPRIT and Root-MUSIC outperform MUSIC according to DOA estimation accuracy and resolution, but MUSIC outperforms Root-MUSIC and ESPRIT when DOAs are placed on grid of angular scanning. MUSIC scans all the angles and step of angular scanning in MUSIC decides the estimation accuracy and resolution. A small step of scanning can improve the accuracy and resolution ability, but increase execution time. As well as, ESPRIT is the best due to estimation execution time. Depending on results of comparison, we can choose which of these algorithms (suitable or optimal algorithm) in smart antenna system according to radio situation and purpose of this SAS. All mentioned algorithms are simulated using MATLAB. Results of simulations support the theoretical expressions.

    2018 R. J. of Aleppo Univ. Engineering Science Series (2)
    This paper indicates importance of estimating direction of arrival (DOA) of coherent signals by using subspaces algorithms in smart antenna system (SAS). For estimating DOA coherent signals, we introduce preprocessing techniques of signals before applying DOA algorithms on these signals. We present improved MUSIC method and spatial smoothing (SS) techniques with subspaces algorithms like MUSIC, Root-MUSIC and ESPRIT. Also, we propose using improved method with ESPRIT and Root-MUSIC algorithms. All these algorithms and techniques, in addition to, Total Least Squares Matrix Pencil method (TLS-MP) are simulated using MATLAB and compared in terms of accuracy, resolution and execution time. Results indicate that the proposed method outperforms improved MUSIC when DOAs of signals are not set on angular scanning grid. Using SS techniques with algorithms does not only estimate DOAs of coherent signals, but also improve performance. SS-ESPRIT and SS-Root-MUSIC slightly outperform TLS-MP method. By using improved method and SS techniques and using suitable step of angular scan, MUSIC outperforms ESPRIT and Root-MUSIC according to accuracy and resolution. In addition, ESPRIT outperforms MUSIC and Root-MUSIC in terms of execution time. Improved method can only estimate DOAs of two coherent signals, while SS techniques can estimate DOAs of any number of coherent signals. These techniques improve performance of DOA algorithms and don’t require much additional execution time. Depending on results of comparison, we can choose suitable (optimal) algorithm and preprocessing techniques in smart antenna system according to the radio situation and the purpose of this SAS.

    2004 مجلة بحوث جامعة حلب

    2004 مجلة بحوث جامعة حلب

    2004 مجلة بحوث جامعة حلب