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High-resolution low-noise 360-degree digital solid reconstruction using phase-stepping profilometry
Optics Express
|June 13, 2014
Summary
This study introduces a novel 360-degree profilometer setup for high-resolution 3D digitization. It overcomes limitations of previous systems by employing base-band phase-stepping algorithms and avoiding self-occluding shadows for accurate solid surface measurement.
Area of Science:
- Metrology
- Optical Engineering
- Computer Vision
Background:
- 360-degree profilometry enables full object digitization but faces challenges with data bandwidth and self-occluding shadows.
- Existing methods like spatial-carrier Fourier profilometry utilize only a fraction of the available data bandwidth.
- Intensity-based line detection algorithms are generally less accurate than phase-measuring techniques.
Purpose of the Study:
- To present a new experimental setup for 360-degree profilometry.
- To enable full phase-bandwidth phase-measuring algorithms for improved 3D digitization accuracy.
- To overcome limitations of existing 360-degree fringe-projection profilometers, specifically self-occluding shadows.
Main Methods:
- Development of a novel fringe-projection setup for 360-degree solids digitizing.
- Application of base-band, phase-stepping algorithms for full data phase-bandwidth utilization.
- Implementation of a simplified line-by-line data assembly within a shared cylindrical coordinate system.
Main Results:
- The proposed setup achieves high-resolution, low-noise 3D surface digitization of solids with diffuse surfaces.
- The base-band phase-stepping approach provides full data phase-bandwidth, outperforming band-pass methods.
- The new fringe-projection geometry effectively eliminates self-occluding shadows for convex objects.
Conclusions:
- The developed 360-degree profilometer offers superior accuracy and data bandwidth for 3D surface measurement.
- The system's design simplifies data assembly and avoids common issues like self-occluding shadows.
- Scalability for higher resolution and reduced noise is achievable by increasing angular resolution and phase steps.

