Design of nonuniform linear antenna array geometry and signal processing algorithm for DOA estimation of Gaussian sources

Digital Signal Processing: A Review Journal

Volumn 10, Issue 4, 2000, Pages 340-354

  Abramovich, Yuri I ^a   Spencer, Nicholas K ^a  

^a SPRI Building ^*  (Australia)

Author keywords

[No Author keywords available]

Indexed keywords

ALGORITHMS; DIGITAL SIGNAL PROCESSING; PARALLEL PROCESSING SYSTEMS; PARAMETER ESTIMATION; SENSORS;

DIRECTION-OF-ARRIVAL ESTIMATION; GAUSSIAN PROCESSES; GENERALIZED SPATIAL SMOOTHING (GSS); LINEAR ARRAYS; NONUNIFORMLY SPACED ARRAYS;

ANTENNA ARRAYS;

EID: 0034299567     PISSN: 10512004     EISSN: None     Source Type: Journal    
DOI: 10.1006/dspr.2000.0378     Document Type: Article

References (21)

1. Abramovich Y. I., Gorokhov A. Y., Spencer N. K. Positive-definite Toeplitz completion in DOA estimation for partially-augmentable nonuniform linear antenna arrays. Proc. SSAP-96, Corfu. 1996;. p. 550-553.
2. Abramovich Y. I., Gray D. A., Spencer N. K., Gorokhov A. Y. Ambiguities in direction-of-arrival estimation for nonuniform linear antenna arrays. Proc. ISSPA-96, Gold Coast. 1996;. p. 631-634.
3. Abramovich Y. I., Spencer N. K. Advances in direction-of-arrival estimation with nonuniform linear antenna arrays. Proc. WARS-97, Barossa Valley. 1997;. p. 228-233.
4. Abramovich Y. I., Spencer N. K. Generalised spatial smoothing using partial arrays for multiple target bearing estimation. Proc. ICASSP-98, Seattle. 1998;. p. 2061-2064.
5. Abramovich Y. I., Spencer N. K., Anderson S. J. Experimental trials on antenna array adaptive processing for surface-wave over-the-horizon radar. Proc. ASA-99, Sydney. 1999;. p. 53.
6. Abramovich Y. I., Spencer N. K., Gorokhov A. Y. Positive-definite Toeplitz completion in DOA estimation for nonuniform linear antenna arrays - Part II: Partially augmentable arrays. IEEE Trans. Signal Process. 47:1999;1502-1521.
7. Abramovich Y. I., Spencer N. K., Gorokhov A. Y. Resolving manifold ambiguities in direction-of-arrival estimation for nonuniform linear antenna arrays. IEEE Trans. Signal Process. 47:1999;2629-2643.
8. Abramovich Y. I., Gray D. A., Gorokhov A. Y., Spencer N. K. Positive-definite Toeplitz completion in DOA estimation for nonuniform linear antenna arrays - Part I: Fully augmentable arrays. IEEE Trans. Signal Process. 46:1998;2458-2471.
9. Davis R. C., Brennan L. E., Reed I. S. Angle estimation with adaptive arrays in external noise fields. IEEE Trans. Aerospace Electron. Systems. 12:1976;179-186.
10. Eschenauer H., Koski J., Osyczka A. Multicriteria Design Optimization. 1990;Springer-Verlag, Berlin.
11. Gershman A. B., Böhme J. F. A note on most favorable array geometries for DOA estimation and array interpolation. IEEE Signal Process Lett. 4:1997;232-235.
12. Lang S. W., Duckworth G. L., McClellan J. H. Array design for MEM and MLM array processing. Proc. ICASSP-81. 1981;. p. 145-148.
13. Moffet A. T. Minimum-redundancy linear arrays. IEEE Trans. Ant. Prop. 16:1968;172-175.
14. Pearson D., Pillai S. U., Lee Y. An algorithm for near-optimal placement of sensor elements. IEEE Trans. Inform. Theory. 36:1990;1280-1284.
15. Pillai S., Haber F. Statistical analysis of a high resolution spectrum estimator utilizing an augmented covariance matrix. IEEE Trans. Acoustics Space Signal Process. 35:1987;1517-1523.
16. Proukakis C., Manikas A. Study of ambiguities of linear arrays. Proc. ICASSP-94, Adelaide. 1994;. p. 549-552.
17. Shan T. J., Wax M., Kailath T. On spatial smoothing for direction-of-arrival estimation of coherent signals. IEEE Trans. Acoustics Space Signal Process. 33:1985;806-811.
18. Skolnik M. I., Nemhauser G., Sherman J. W. Dynamic programming applied to unequally-spaced arrays. IEEE Trans. Ant. Prop. 12:1964;35-43.
19. Sverdlik M. B. Optimal Discrete Signals. 1975;Sovietskoe Radio, Moscow.
20. Vertatschitsch E., Haykin S. Nonredundant arrays. Proc. IEEE. 74:1986;217.
21. Zhang M., Wu S., Li L. Improving resolution forarray processing by new array geometry and spatial filter. IEEE Trans. Signal Process. 42:1994;680-683.