Key research themes
1. How do sparse linear antenna arrays enhance spatial resolution and degrees of freedom compared to uniform arrays, and what are the key techniques to mitigate coherence and estimating source numbers?
This theme explores the design and signal processing advancements in linear sparse antenna arrays, emphasizing their advantages of increased aperture and degrees of freedom with fewer elements than uniform linear arrays (ULAs). It addresses key challenges such as mutual coupling reduction, coherent source arrival mitigation, and the estimation of the number of source signals to improve direction-of-arrival (DOA) estimation accuracy. The research highlights various array configurations like minimum redundancy, nested, and co-prime arrays, alongside signal processing techniques such as spatial smoothing and compressed sensing.
2. What architectures and feeding network strategies enable efficient multi-beam formation and beam steering in linear and planar antenna arrays for emerging wireless communication systems?
This theme focuses on the analog and hybrid feeding network architectures such as Blass, Butler, and Nolen matrices, and their role in enabling multi-beam and beam steering capabilities in large-scale antenna arrays relevant for 5G/6G and beyond. It studies design trade-offs between loss, component complexity, and flexibility in beam control, and proposes novel strategies for simplifying feeding networks with minimal component variations to support arbitrary beam configurations. Applications in MIMO systems and wireless communication emphasize the practical importance of this research.
3. How can joint frequency and spatial design approaches optimize the scanning performance and stability of frequency diverse arrays (FDAs) for time-variant beamforming applications?
This research theme investigates the complex interplay of spatial arrangement and frequency allocation of array elements in frequency diverse arrays to achieve time-variant but stable range-angle dependent beam patterns suitable for radar and scanning applications. It addresses challenges of pattern fluctuations over time due to frequency offsets, proposes symmetry-based analytical formulations for array factors, and develops adjoint optimization algorithms that simultaneously design element locations and frequency offsets to ensure periodic, stable scanning beams with desired sidelobe levels and scan rates. This integrated approach expands design possibilities for FDAs beyond conventional uniform spacing and frequency increments.