· 2015
Kinect v2 for mobile robot navigation: Evaluation and modeling
- 316citations
- 2015year
Short summary
The Kinect v2 sensor, based on time-of-flight, offers accurate depth imaging for mobile robot navigation, even outdoors, with empirically derived noise models accounting for distance, surface angle, and sunlight.
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Key points
- Kinect v2 depth sensor evaluated for mobile robot navigation.
- Time-of-flight technology enables outdoor and sunlight operation.
- Noise models developed for axial and lateral directions.
- Models incorporate measurement distance, surface angle, and sunlight incidence.
AI-generated from the title and abstract; the full text is not read.
Abstract
With the introduction of the Microsoft Kinect for Windows v2 (Kinect v2), an exciting new sensor is available to robotics and computer vision researchers. Similar to the original Kinect, the sensor is capable of acquiring accurate depth images at high rates. This is useful for robot navigation as dense and robust maps of the environment can be created. Opposed to the original Kinect working with the structured light technology, the Kinect v2 is based on the time-of-flight measurement principle and might also be used outdoors in sunlight. In this paper, we evaluate the application of the Kinect v2 depth sensor for mobile robot navigation. The results of calibrating the intrinsic camera parameters are presented and the minimal range of the depth sensor is examined. We analyze the data quality of the measurements for indoors and outdoors in overcast and direct sunlight situations. To this end, we introduce empirically derived noise models for the Kinect v2 sensor in both axial and lateral directions. The noise models take the measurement distance, the angle of the observed surface, and the sunlight incidence angle into account. These models can be used in post-processing to filter the Kinect v2 depth images for a variety of applications.
The authors' abstract, as published at the source., 2015 · DOI ↗
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Field: Instrumentation
InstrumentationPhysics and Astronomy