Competitive Advantages
- Good frequency tunability
- Persistent gain and radiation patterns
- Compact size
- Cost effective
Summary
USF researchers have developed a new method for the design of tunable dual-band slot antennas. The dual-band performance is achieved by inserting two slot pairs with different lengths. The tunability is accomplished by employing a rack and pinion mechanism to slide parasitic patches over the antenna. Also, the developed antenna operates simultaneously in two operating bands. This diversity of antenna performance offers advantages of compact size and frequency selectivity that is useful for reducing interference and jamming effects. The dual-slot antenna also has minimal variation in gain, polarization, and radiation pattern over the tuning range. To reduce the cost and weight of the antennas, 3-D printing technology is employed. Due to its reduced size and weight these antennas can be widely used in harmonic radar applications.
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)
The Configuration of the Dual-Band Slot Antenna
Desired Partnerships
- License
- Sponsored Research
- Co-Development