quadrature amplitude modulation (QAM)
Quadrature modulation in which the two carriers are amplitude modulated. 2. In analog communications, the representation (i.e., transmission) of digital information by encoding bit sequences of fixed, specified length (number of bits), and representing these bit sequences as a function of (a) the amplitude of an analog carrier; or (b) a phase shift of the analog carrier with respect to the phase that represented the preceding bit sequence, and where the permissible phase shift is an integral multiple of /2 radians (90°, or one-quarter unit interval); or (c) both. Note 1: The name quadrature originates from the stipulation that a phase shift, when required, must be an integral multiple of p/2 radians, i.e., one-quarter of a cycle (unit interval, or baud). Note 2: A representative QAM table is presented below. If the baud (carrier) rate is 1200 Hz (the usual case in modems used on conventional telephone lines), this QAM scheme permits transmission of a data rate of 9600 b/s, which is the product of the baud rate and the number of permissible phase-amplitude states.
Bit Sequence Represented |
Normalized Carrier Amplitude |
Relative Phase Shift (Degrees) |
000 | 1/2 | 0 (0°) | 001 | 1 | 0 (0°) | 010 | 1/2 | ![]() |
011 | 1 | ![]() |
100 | 1/2 | ![]() |
101 | 1 | ![]() |
110 | 1/2 | 3 ![]() |
111 | 1 | 3 ![]() |
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