Farrow Filter Resampling for Carrier Frequency Offset Compensation
Find Innovative SolutionsGenerate Solutions
Solution Overview
Problem
Existing wireless communication systems face challenges in compensating for carrier frequency offset (CFO) due to doppler shift, which can lead to signal distortion or loss, often requiring hardware dividers and additional clocks that consume physical resources and add complexity.
Innovation Solution
Implementing resampling logic with a filter, such as a Farrow filter, to realign sampling rates by performing 'skip' or 'repeat' events, adjusting the sampling rate to compensate for CFO, using buffer management techniques to manage time drift errors.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Reliability
If hardware dividers and additional clocks are used to compensate for carrier frequency offset, then CFO compensation is achieved, but device complexity and physical resource consumption increase
Solution Approach 1:
The patent replaces the mechanical hardware divider system with a digital signal processing approach using a Farrow filter. Instead of using physical hardware dividers and additional clocks to adjust the local oscillator frequency, the invention uses digital resampling of IQ samples through a Farrow filter structure, which computes fractional delays in the digital domain to achieve the same CFO compensation effect without additional hardware complexity
Solution Approach 2:
The patent introduces a Farrow filter as an intermediary component that processes IQ samples to achieve frequency offset compensation. The Farrow filter acts as a digital intermediary that resamples the incoming signal at a adjusted rate, effectively mediating between the received signal and the demodulation process without requiring direct hardware modifications to the oscillator system
2Reliability
If hardware dividers and additional clocks are used to compensate for carrier frequency offset, then CFO compensation is achieved, but physical resources are consumed
Solution Approach 1:
The patent replaces the mechanical hardware divider system with a digital signal processing approach using a Farrow filter. Instead of using physical hardware dividers and additional clocks to adjust the local oscillator frequency, the invention uses digital resampling of IQ samples through a Farrow filter structure, which computes fractional delays in the digital domain to achieve the same CFO compensation effect without additional hardware complexity
Solution Approach 2:
The patent creates a digital copy of the frequency adjustment function through the Farrow filter. Rather than physically modifying the oscillator frequency with hardware dividers, the system creates a digital representation of the adjusted frequency through resampled IQ samples, effectively copying the frequency adjustment effect in the digital domain without consuming additional physical resources
Applied Scientific Principles
This section explains which scientific principles are used to turn an abstract innovation direction into a practical engineering solution.
Function Achieved in This Case
Effectively compensates for CFO without the need for hardware dividers, reducing resource consumption and complexity while maintaining signal quality.
Implementation Method 1
a doppler shift may be introduced to a carrier signal. This doppler shift, when applied to a carrier signal, may be described as a CFO.
Data Source
AI summary
Technologies directed to carrier frequency offset (CFO) compensation is described. An input buffer receives a first set of incoming samples associated with a first frequency from an incoming data stream. A first outgoing sample of an outgoing data stream is generated using the first set of incoming samples. The first outgoing sample is associated with a second frequency. A ratio between the first and second frequencies is used to determine that the first outgoing sample is associated with a misalignment between the incoming data stream and the outgoing data stream. The input buffer receives a second set of incoming samples associated with the first frequency from the incoming data stream. A second outgoing sample of the outgoing data stream is generated using the second set of incoming samples. The second outgoing sample is associated with the second frequency. The first outgoing sample is overwritten by the second outgoing sample.


