The reciprocal meter is the standard unit of wave number for electromagnetic fields (EM fields). In terms of International Units (SI), the reciprocal meter is equal to m ^-1. The wave number is the number of complete wave cycles that exist in a linear span of 1 meter (m). At the speed of light in free space, 2.99792 x 10 ⁸ m/s, the frequency f in hertz (Hz) is related to the wave number y in reciprocal meters (m ^-1) according to the following formula: y = f / (2.99792 x 10 ⁸) To cite a few examples, an EM wave at 300 megahertz (MHz) in free space has a wave number of almost exactly 1 m ^-1. If the frequency is doubled to 600 MHz, the wave number also doubles, to 2 m ^-1. If the frequency becomes 1/10 as great, that is, it is decreased to 30 MHz, then the wave number is reduced to 0.1 m ^-1. As a point of reference, it is easy to remember that the wave number of a 300-MHz signal in free space is very close to 1 m ^-1. In general, if the speed of propagation in meters per second for a specific medium is given by c, then: y = f / c where y is in reciprocal meters, and f is in hertz. In radio-frequency (RF) transmission lines such as coaxial cable s and waveguide s, the speed of propagation is less than 2.99792 x 10 ⁸ m/s. This increases the wave number, although it has no effect on the frequency