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  1. Slant polarization refers to an electrical field that oscillates at a 45-degree angle to a reference plane. JEM Engineering’s LPA-069, for example, is a handheld, direction finding, log periodic antenna that can tilt to a 45-degree angle to receive slant, horizontal, or vertically-polarized signals. Circular polarization (CP) refers to a ...

  2. Pattern lobes; Omnidirectional and isotropic antennas; The radiation pattern of a transmitting antenna describes the magnitude and polarization of the field radiated by the antenna as a function of angle relative to the antenna. A pattern may also be defined for a receiving antenna, however, we defer discussion of the receive case to a later section.

  3. Polarization diversity is basically the use of antenna systems that radiate signals in more than one polarization, such as horizontal and vertical. Figure 4. At left is horizontal/vertical polarization with respect to the horizon, and at right the depiction is polarized ±45 degrees. The electric and magnetic fields are shown in blue and brown.

  4. The equation characterizing this radiation is very similar to that characterizing the electric fields produced by a single static charge, which is developed below. Section 10.1.3 extends this result to magnetic fields produced by moving charges. Faraday’s and Gauss’s laws for static charges in vacuum are: ∇ × E = 0.

  5. Basic setup for antenna polarization measurements. The power is recorded for the a fixed position (orientation) of the receive antenna, then it is rotated about the x-axis as shown in Figure 1, and the power is recorded again. This is done for a complete rotation of the linearly polarized receive antenna. From this information, a lot can be ...

  6. For instance, an antenna composed of a linear conductor (such as a dipole or whip antenna) oriented vertically will result in vertical polarization; if turned on its side the same antenna's polarization will be horizontal. Reflections generally affect polarization. Radio waves reflected off the ionosphere can change the wave's polarization.

  7. 1. Polarization of EM fields. The polarization of the EM field describes the time variations of the field vectors at a given point. In other words, it describes the way the direction and magnitude the field vectors (usually E ) change in time. The polarization is the figure traced by the extremity of the time-varying field vector at a given point.