The behavior of a two element segmented capped monopole antenna is described in terms of three natural resonances of the antenna structure.
There are many examples of antennas with exemplary bandwidth performance for their size that are characterized as having multiple impedance resonances within their operating bandwidth are presented
A numerical eigenmode solver is used to analyze the behavior of two-, four-, and six-arm small multielement spherical antennas.
Fox and Li1 demonstrated by numerical iteration that modes in the sense of self-reproducing field patterns exist for open Fabry-Perot resonators.
In a previous paper 1 we described the diffraction losses and the field distributions at the reflectors of the low-loss modes of a symmetric cylindrical confocal resonator for Fresnel numbers 0.6 ^
Using a character expansion method, we calculate exactly the eigenvalue density of random matrices of the form M^dagger M where M is a complex matrix drawn from a normalized distribution P( M) ~ ex
This paper centers on the limit eigenvalue distribution measure for random Vandermonde matrices with unit magnitude complex entries.
This paper characterizes the marginal probability density function of an unordered eigenvalue of finite-dimensional random matrices of particular interest in MIMO (multiple-input multiple-output) w
An eigenvalue-based characterization of positive realness of transfer functions of single-input single-output time-invariant linear systems is derived.
Presented here are tables of values of x,, and A,, , quantities defined by the eigenvalue problems (1 aiid X2)W 2xpn + (Xn c V ) ^ = 0 M) = f J-i sin;fa " ir(x -- y) Uy)dy.
