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3D Underwater Scanning for Nuclear Decommissioning: Laser Beam Distortion

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2019 ⦽ǎႊᔍᖒ⠱ʑྜྷ⦺⫭ ⇹ĥ⦺ᚁݡ⫭ םྙ᫵᧞Ḳ

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3D Underwater Scanning for Nuclear Decommissioning: Laser Beam Distortion

Sungmoon Joo*, Jonghwan Lee, Ikjune Kim, and Dongjun Hyun

Korea Atomic Energy Research Institute, 111, Daedeok-daero 989beon-gil, Yuseong-gu, Daejeon, Republic of Korea

*

[email protected]

1. Introduction

Planning for the safe and controlled deactivation and decommissioning of highly contaminated nuclear facilities requires that engineers and managers fully understand the 3D workspace in which personnel and equipment will operate. 3D information that precisely depicts the work environment can reduce uncertainty, thus expedite the accomplishment of the work with minimum radiation exposure and safety risks.

3D scanning is known to be an effective method for quickly and accurately capturing a structure's actual geometry. 3D scanning is a technique used to capture the shape of an object using a 3D scanner. 3D scanners measure a large number of points on the external surfaces of objects and generate output in the form of data points in space, which is known as a point cloud.

For highly contaminated elements such as reactor pressure vessels or reactor internals, it is a viable option to cool-down and dismantle these elements in submerged state. However, underwater 3D scanning faces technical challenges, making a straightforward application of well-established scanning algorithms in air. Fig. 1 shows an example of underwater 3D scanning; point cloud in purple represents the scanning of a flat plate in air; point cloud in green represents the scanning of the same plate in a water tank, which looks closer and bent. The compensation of the distortions requires elaborate analysis.

Fig. 1. Example of Distortion.

This study provides modeling of the distortion for underwater 3D laser scanning using a flat viewport. This paper focusses on the laser beam distortion.

2. Laser Scanner

Fig. 2 shows a schematic of a underwater laser scanning system.

Fig. 2. Schematic of laser scanning system.

The laser projection model describes the laser plane, the mirror, and the air/viewport/water interfaces in order to estimate the laser shape in the underwater environment. Laser planes are created using a laser beam and a lens. One could model the laser plane by introducing the lens and the beam into the overall model. However, for the sake of simplicity, it is assumed that the laser plane is produced by a source of light expanding at a given aperture angle.

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2019 ⦽ǎႊᔍᖒ⠱ʑྜྷ⦺⫭⇹ĥ⦺ᚁݡ⫭םྙ᫵᧞Ḳ From a geometrical point of view, the only two optical processes that take place in the light-emission side of the sensor are: (1) reflection on the mirror and (2) refraction at both the air/viewport and the viewport/water interfaces. Light reflection is the process of light changing its directionwhen it reaches a given surface without crossing it. Light refraction is the change in direction that a light beam suffers when crossing the surface separating two different media. 7KLVRSWLFDOSURFHVVIROORZV6QHOO¶VODZGHVFULEHGLQ Eq (1).

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This law involves three elements: (1) the index of refraction of the first medium , (2) the index of refraction of the second medium  and (3) the DQJOHĮEHWZHHQWKHLQFLGHQWOLJKWLDQGWKHQRUPDORI the surface separating the two media .

To produce the underwater laser surface, a number of rays are sampled evenly spread across the laser aperture. For each of them, its reflection by the mirror is computed. Then it is refracted using Eq. (1) first with the air/viewport interface using ଵൌ ݊௔௜௥

and ଶൌ ݊௩௜௘௪௣௢௥௧ , and second with the

viewport/water interface using ଵൌ ݊௩௜௘௪௣௢௥௧ and ଶൌ ݊௪௔௧௘௥.

Fig. 3 shows the intersection of the simulated laser rays with a plane parallel to the viewport at a distance of 1.5 m. In geometry, the intersection of two planes is a straight line. However simulation shows that as the incidence angle increases the beam bends. The data obtained with this model suggests that the laser remains planar after passing the viewport only when the normal to the viewport is parallel to the laser plane. Therefore, the laser plane

is distorted because of the change in the index of refraction of the different media when such condition is not met.

Fig. 3. Projection of the simulated laser beam.

3. Conclusion

This study provides a model for laser beam refraction that occurs at the viewport of 3D underwater laser scanning system. The simulation suggests that the laser beams are distorted due to the refraction. Future work includes the modeling of distortion at camera side and integration of the distortion models.

ACKNOWLEDGEMENT

This work was supported by the nuclear research and development program (2017M2A8A5015146) through the national research foundation of Korea funded by the Ministry of Science and ICT.

REFERENCES

[1] A. Plomer, P. Ridao, D. Ribas, and J. Forest, ³8QGHUZDWHU ' /DVHU 6FDQQHUV 7KH GHIRUPDWLRQ RI WKH 3ODQH´ 6HQVLQJ DQG &RQWURO for Autonomous Vehicles, pp. 73-88, Springer (2017).

수치

Fig. 1. Example of Distortion.
Fig. 3 shows the intersection of the simulated laser  rays with a plane parallel to the viewport at a  distance of 1.5 m

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