Cartesian RF Feedback Loop with Parallel Paths for Multi-Carrier Linearization
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Solution Overview
Problem
Current Cartesian feedback systems provide insufficient linearization when a single power amplifier is used for multiple carriers in communication systems, particularly in systems like Terrestrial Trunked Radio (TETRA) with relaxed carrier bandwidths and stringent restrictions on unwanted signal components.
Innovation Solution
The implementation of an RF amplifier stage with a feedback loop featuring parallel main and auxiliary forward paths, where the main path has a main RF power amplifier and the auxiliary path has a lower-latency auxiliary RF power amplifier, both using synchronous modulation and demodulation with different phase shifts, and an instability detector that adjusts the loop filter order to maintain stability.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Ease of manufacture
If a single power amplifier is used for multiple carriers, then cost is reduced, but linearization performance becomes insufficient
Solution Approach 1:
The feedback loop is segmented into multiple parallel paths (main path and auxiliary path), each with its own power amplifier. The main path handles lower frequencies with a main RF power amplifier, while the auxiliary path handles higher frequencies with an auxiliary RF power amplifier. This segmentation allows each amplifier to be optimized for specific frequency ranges, achieving adequate linearization performance across wide carrier ranges while using fewer total amplifiers than a single-carrier-per-amplifier approach.
Solution Approach 2:
The patent introduces a frequency-dimension differentiation by splitting the feedback loop into parallel paths that handle different frequency ranges. The main path processes lower frequency signals while the auxiliary path processes higher frequency signals. This dimensional separation in the frequency domain enables a single multi-carrier RF power amplifier to achieve sufficient linearization performance across wide carrier bandwidths.
2Manufacturing precision
If higher order loop filter response is used, then linearization performance is improved, but system stability deteriorates
Solution Approach 1:
The loop filter response is segmented into different orders for different paths. The main path uses a higher order loop filter (e.g., second order) to achieve strong linearization performance for lower frequency signals, while the auxiliary path uses a lower order loop filter (e.g., first order) to maintain stability for higher frequency signals. This segmentation allows the system to benefit from high-order filtering where it provides value while avoiding instability issues in other frequency ranges.
Solution Approach 2:
Different loop filter orders are applied locally to different frequency paths based on their specific requirements. The main path, handling lower frequencies, receives higher order filtering for maximum linearization benefit. The auxiliary path, handling higher frequencies, receives lower order filtering to prevent instability. This local optimization of filter order matches the quality of filtering to the specific needs of each frequency path.
Data Source
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AI summary
A communication device (300) having an RF power amplifier stage with a Cartesian feedback loop is provided. The loop has forward paths whose outputs are combined to form an output signal that is fed back to a single feedback path. Each forward path has a common path with a filter (304, 324) that filters the overall loop response and a unique split path. The main and auxiliary split paths have a power amplifier (319, 340) and carry signals respectively of lower and higher frequencies. The auxiliary amplifier (319) is faster than the main amplifier (340). Different phases of the carrier signal are used during upconversion such that the overall phase response through the split paths is equal. Instability recovery problems introduced by higher-order loop filters are mitigated by baseband loop filters (1300) with switchable order. Upon detecting instability, the loop filter order is reduced and is subsequently increased after eliminating the unstable operation.