ANGLE AND TIME OF ARRIVAL STATISTICS OF A THREE DIMENSIONAL GEOMETRICAL SCATTERING CHANNEL MODEL FOR INDOOR AND OUTDOOR PROPAGATION ENVIRONMENTS

In this paper, a three dimensional geometrical scattering channel model for indoor and outdoor wireless propagation environments is introduced. It is based on the assumption that the scatterers are distributed within a spheroid, in which the mobile station and base station are located at the spheroidʹs foci. This model captures both the spatial and temporal statistical distributions of the received multipath signals. Several angle of arrival and time of arrival probability density functions of the received multipath signals are provided in compact forms. The angle of arrival probability density functions are obtained in terms of both the azimuth and elevation angles. Numerical results are presented to illustrate and verify the derived expressions. To validate the model, it has been compared against some available two dimensional models and measured data.