Title :
Upper bounds on fixed-geometry wheeler cap efficiency measurements - Part II: Spherical and cylindrical cavities
Author :
Kakoyiannis, Constantine ; Constantinou, Philip
Author_Institution :
Mobile Radio Commun. Lab. - Nat. Tech. Univ. of Athens, Athens, Greece
Abstract :
A system model has been developed for the analytical and numerical treatment of the Wheeler cap technique. The model projects the properties of the antenna-under-test on the properties of the cavity, and was used in part I of the study to examine the performance of constant-size rectangular cavities. E/M simulations verified the model. Part II proceeds in the same framework and completes this two-part study, which estimates the limits of resonance-free efficiency measurements of planar antennas inside fixed-geometry Wheeler caps through a unified deterministic design methodology for 3 types of cavities. The focus is on the analytical and numerical treatment of spherical and cylindrical cavities. Spherical caps can provide coherent measurable bandwidths (BWs) in the range 28-41% for antenna sizes 0.5-0.85 times the wavelength. Cylindrical cavities are also versatile performers and display coherent measurable BWs in the range 20-40% for antenna sizes 0.5-0.78 times the wavelength. Electrically small antennas can secure measurable BWs up to 87% in the spherical case and up to 76% in the cylindrical one, when the cavities are operated below cut-off.
Keywords :
antenna radiation patterns; numerical analysis; planar antennas; E/M simulations; analytical treatment; antenna-under-test; constant-size rectangular cavities; cylindrical cavities; electrically small antennas; fixed-geometry wheeler cap efficiency measurements; numerical treatment; spherical caps; spherical cavities; Antenna measurements; Antennas; Bandwidth; Cavity resonators; Numerical models; Size measurement; Wavelength measurement;
Conference_Titel :
Antennas and Propagation (EUCAP), Proceedings of the 5th European Conference on
Conference_Location :
Rome
Print_ISBN :
978-1-4577-0250-1