As antennas increase in size or operating frequency, it becomes increasingly difficult to obtain adequate real estate to measure antenna properties in the far field. Typically, a distance of nD 2 /λ is specified as the beginning of the far-field region, where n is often 2 for routine work, D is the diameter of the smallest sphere that encloses the antenna's radiating parts, and λ is the wavelength. At this distance and for a spherical wavefront, the phase differs by π/8 between the center and edge of the antenna. For precision measurements, n often must be much greater than 2 [1, Chap. 14]. Table 19.1 shows the far-field distances for some sample antenna diameters and operating frequencies. We see that even for antennas of modest size, the far-field distance can become prohibitively large when the frequency is high enough. Thus there are situations where measuring an antenna in the near field would be advantageous because large amounts of real estate are not required. There are other advantages as well. Since the near-field method is usually employed inside a chamber, it is not subject to the effects of the weather and also provides a more secure environment.Determining the far-field pattern of an antenna from near-field measurements requires a mathematical transformation and correction for the characteristics of the measuring antenna (hereafter referred to as the probe).