FM Demodulator Baseband
Demodulates data modulated using the FM method.
Description
The FM Demodulator Baseband unit demodulates a complex input signal that has been modulated using the FM method, and returns a real output signal.
Ports
Input
#
IN_1
—
input FM modulated signal
scalar
| vector
| matrix
Details
An input FM modulated signal in the form of a scalar, vector or matrix. In the case of a matrix, each column is processed as an independent channel.
Data types |
|
Complex numbers support |
Yes |
Output
#
OUT_1
—
demodulated signal
scalar
| vector
| matrix
Details
Demodulated signal as a scalar or vector. If the output is a scalar, its value is an integer. If the output is a vector, it is a vector of integer or binary numbers.
Data types |
|
Complex numbers support |
No |
Parameters
Main
#
Frequency deviation (Hz) —
demodulator frequency deviation
Real number
Details
The demodulator frequency deviation, in Hz, given as a positive scalar. The system bandwidth is equal to twice the sum of frequency deviation and signal bandwidth.
Default value |
|
Program usage name |
|
Tunable |
No |
Evaluatable |
Yes |
Extras
*Algorithms.
The frequency modulated bandwidth signal, , is specified as:
where
-
- carrier amplitude;
-
- carrier frequency;
-
- baseband input signal;
-
- frequency deviation in Hz.
Frequency deviation is the maximum shift from in one direction, given that .
The baseband FM signal may be derived from a bandwidth representation by downsampling the bandwidth signal at such that:
Removing the component at from leaves a representation of the baseband signal, which is specified as:
The expression for can be rewritten as , where .
The expression ] thus means that the input signal is a scaled version of the phase derivative, .
To recover the input signal from , use a basic delay demodulator as shown in this figure.
References
-
Hatai, I., and I. Chakrabarti. "A New High-Performance Digital FM Modulator and Demodulator for Software-Defined Radio and Its FPGA Implementation." International Journal of Reconfigurable Computing (December 25, 2011): 1-10.
-
Taub, H., and D. Schilling. "Principles of Communication Systems. McGraw-Hill Series in Electrical Engineering," 142-55. New York: McGraw-Hill, 1971.