Next
|
Top
|
JOS Index
|
JOS Pubs
|
JOS Home
|
Search
Contents
Introduction
Plane Wave Sampling Theory
Only Planar and Spherical Arrays Can Work Perfectly
Fractional Delay
A Synthesis Scenario
Quantized Angles of Arrival
Four-Quadrant PBAP
Polygonal PBAP (PPBAP)
Circular PBAP Truncates to VBAP
Wrapped Polygonal PBAP (WPPBAP)
Combining Line Arrays to make Polygons
Increasing the Number of Source Angles
Continuous Angles of Arrival
Covering the Spatial Hearing Frequency Range
Delaying High Frequencies to Suppress Aliasing via Precedence Effect
Finite-Array Correction
A Four-Inch Grid Implementation
Extension from a 2D Listening Plane to 3D
Huygens Arrays (HA)
Linear Huygens Arrays
Sampling Spreading Loss
Virtual Sources in Front of the Array
Undersampled Huygens Arrays become VBAP
More General Huygens Arrays
Interpolation Accuracy
Evolving Radiation Pattern (Sampling Kernel) due to Diffraction
Specific Sample Shapes (Speaker Radiation Patterns)
Multiresolution Spatial Sampling Arrays
Multiresolution Coaxial Drivers Array
Multiresolution Line Array
Multiresolution Sampling Considerations
Multiresolution Speaker Systems
Four-Way Huygens Arrays
Huygens Octave Panels (HOP)
Five-Band HOPs
Upper, Middle, and Lower HOPs
Nominal Design Guidelines
An Equilateral Triangle Design Example
Conclusions and Future Work
Acknowledgments
Relevant Software
Soundfield Synthesis (SFS) in Matlab
PBAP in FAUST, Integer Delays
Speakers as Spatial Samples
Point-Source Speakers
Overlap-Add of Point-Source Frequency Responses
Bibliography
Next
|
Top
|
JOS Index
|
JOS Pubs
|
JOS Home
|
Search
Download
huygens.pdf
[Comment on this page via email]
``
A Spatial Sampling Approach to Wave Field Synthesis: PBAP and Huygens Arrays
'', by
Julius O. Smith III
, Published 2019-11-18:
http://arxiv.org/abs/1911.07575
.
Copyright ©
2020-05-15
by
Julius O. Smith III
Center for Computer Research in Music and Acoustics (CCRMA),
Stanford University