Sinusoidal Harmonic Nulling by Phase-Adjusted Signal Sampling
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Solution Overview
Problem
Aircraft sensors generate sinusoidal signals with undesirable harmonic content, leading to increased sensor errors due to non-linear behavior at harmonic frequencies, which existing systems attempt to mitigate through aggressive filtering of the excitation source.
Innovation Solution
Oversampling sinusoidal signals at a specific rate and adjusting the sampling phase offset to null the harmonic signal, allowing for precise measurement of the fundamental sinusoid and reducing the need for costly excitation circuitry with aggressive filtering.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If aggressive filtering of the excitation source is used to mitigate harmonic content, then sensor measurement precision is improved, but device complexity and cost increase
Solution Approach 1:
The system performs preliminary action by calculating correction values for harmonic distortion before the actual measurement process. The microcontroller computes third harmonic correction values and applies them to nullify harmonic effects on the sinusoidal output signal, thereby eliminating the need for complex aggressive filtering hardware while maintaining measurement precision.
2Measurement precision
If aggressive filtering of the excitation source is used to mitigate harmonic content, then sensor measurement precision is improved, but system cost increases
Solution Approach 1:
The invention replaces the mechanical/electrical filtering system with a computational approach. Instead of using complex analog filters to remove harmonic content, the system uses a microcontroller to calculate and apply digital correction values that nullify third harmonic distortion, thereby reducing hardware complexity and system cost while maintaining measurement precision.
3Object-affected harmful factors
If excitation circuitry with aggressive filtering is used to reduce harmonic distortion, then total harmonic distortion is reduced, but device complexity increases
Solution Approach 1:
The system changes the parameter approach by shifting from physical filtering parameters to computational correction parameters. The microcontroller dynamically calculates correction values based on the excitation frequency and applies them to nullify third harmonic distortion, achieving low total harmonic distortion without requiring complex filtering circuitry.
Data Source
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Figure 3A~3B
AI summary
Systems (200), methods (400), and computer program products for sinusoidal nulling are provided. Aspects include transmitting (402), by a controller (202), an excitation signal to a first sensor, determining (404), by the controller, a target harmonic based at least on one or more characteristics of the excitation signal, receiving (406) a return signal from the first sensor, sampling (408) the return signal at a first sample rate based on the target harmonic, and adjusting (410) a phase of the sampled return signal to null the target harmonic amplitude to form an adjusted return signal.