Communications Blockset    
Linearized Baseband PLL

Implement a linearized version of a baseband phase-locked loop

Library

Synchronization

Description

The Linearized Baseband PLL block is a feedback control system that automatically adjusts the phase of a locally generated signal to match the phase of an input signal. Unlike the Phase-Locked Loop block, this block uses a baseband model method. Unlike the Baseband PLL block, which uses a nonlinear model, this block simplifies the computations by using x to approximate sin(x). The baseband PLL model depends on the amplitude of the incoming signal but does not depend on a carrier frequency.

This PLL has these three components:

The input signal represents the received signal. The input must be a sample-based scalar signal. The three output ports produce:

Dialog Box

Lowpass filter numerator
The numerator of the lowpass filter's transfer function, represented as a vector that lists the coefficients in order of descending powers of s.
Lowpass filter denominator
The denominator of the lowpass filter's transfer function, represented as a vector that lists the coefficients in order of descending powers of s.
VCO input sensitivity (Hz/V)
This value scales the input to the VCO and, consequently, the shift from the VCO's quiescent frequency.

See Also

Baseband PLL, Phase-Locked Loop

References

For more information about phase-locked loops, see the works listed in Selected Bibliography for Synchronization in Using the Communications Blockset.


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