Spherically Steerable Microphone Array for 3D Beamforming
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Solution Overview
Problem
Existing microphone arrays face limitations in achieving spherically steerable, direction-invariant directivity patterns across a wide range of frequencies, particularly due to axial or circular symmetry and noise amplification issues, which restrict their application in three-dimensional sound fields.
Innovation Solution
A Spherically Steerable Vector Differential Microphone Array is designed with a circular arrangement of pressure and acoustic particle velocity sensors, enabling arbitrary beam selection and three-dimensional steering, achieving up to third-order spherical harmonic decomposition for direction-invariant steered beams.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Device complexity
If a linear configuration of microphones is used, then the device complexity is reduced, but the beam can be steered only in two directions, limiting adaptability
Solution Approach 1:
The patent transitions from linear (1D) or planar (2D) microphone configurations to a three-dimensional spherical configuration. The microphones are positioned on the surface of a sphere, enabling beam steering in all three spatial dimensions while maintaining relatively simple omnidirectional microphone elements.
2Measurement precision
If a rigid spherical microphone array is used, then spherical harmonic decomposition capability is improved, but the array interacts with the sound field being recorded, causing harmful effects
Solution Approach 1:
The patent removes the rigid spherical baffle from the microphone array design. Instead of mounting microphones on a rigid spherical surface that interacts with sound waves, the invention uses a virtual or software-defined spherical geometry, extracting the spherical harmonic decomposition capability from the physical rigid structure.
3Measurement precision
If differential microphone arrays are used, then directivity pattern control is improved, but noise amplification occurs, especially at low frequencies
Solution Approach 1:
The patent changes the operational parameters of the microphone array by using omnidirectional microphones with specific polar patterns and applying frequency-dependent weighting in the spherical harmonic decomposition process. This approach maintains directivity control while reducing noise amplification through optimized signal processing parameters.
4Measurement precision
If microphones are positioned on a rigid spherical baffle, then spherical harmonic decomposition up to given order is achieved, but the form factor increases, increasing interaction with sound field
Solution Approach 1:
The patent replaces the rigid spherical baffle with a flexible or minimal physical structure. The spherical geometry is maintained through software-defined positions and signal processing rather than a rigid physical shell, dramatically reducing the form factor while preserving spherical harmonic decomposition capability.
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
The array provides a spherically direction-invariant steered beam that maintains consistency across a wide frequency range, minimizing interaction with the sound field and overcoming noise amplification issues, allowing for more versatile applications in sound field recording and analysis.
Implementation Method 1
comprise P pressure sensors, wherein P is greater than or equal to 1
Implementation Method 2
Q uniaxial, biaxial or triaxial acoustic particle velocity sensors
Data Source
AI summary
A spherically steerable microphone array structure is provided. The spherically steerable microphone array structure uses pressure and acoustic particle velocity signals obtained from sensors positioned co-planarly on a circular arc. The spherically steerable microphone array structure allows a calculation of all spatial partial derivatives of a sound field up to a given order. The spatial partial derivatives are used to obtain a spherical harmonic decomposition of a recorded sound field. Spherical harmonic decomposition coefficients are used in a spherically direction-invariant acoustic mode beamforming.


