Measurement of laser beam spatial profile by laser scanning

被引:3
|
作者
Merlemis, Nikolaos [1 ]
Kesidis, Anastasios L. [1 ]
Sianoudis, Ioannis [2 ]
机构
[1] Univ West Attica, Dept Surveying & Geoinformat Engn, Athens 12243, Greece
[2] Univ West Attica, Dept Biomed Sci, Athens 12243, Greece
关键词
laser physics; laser beam scanning; laser spatial profile; Gaussian beams; remote sensing; EDUCATION;
D O I
10.1088/1361-6404/abba01
中图分类号
G40 [教育学];
学科分类号
040101 ; 120403 ;
摘要
In several undergraduate courses related to laser physics and optics it is crucial that students should be able to understand basic concepts of laser beam propagation. In addition, experimental activities focusing on capability building in photogrammetry and remote sensing technologies are considered essential for geoinformatics undergraduate studies and for sustainable development of geospatial sciences. The understanding of laser beam scanning technologies and the fundamental physics of laser beam propagation are key factors in order to awaken students' motivation to study remote sensing technologies. Recent advances in CCD sensors and beam profiler systems have made the measurement of laser beam spatial profile easy and accurate. However, an experiment based solely on a beam profiler could have lower pedagogical impact than expected, especially in the case of courses where scanning technology understanding is considered fundamental. With this in mind, we propose a straightforward laboratory experiment based on a modified pinhole technique where instead of using a spinning blade or a pinhole to cut the beam, a galvanometer scanner is employed to drive the laser beam through a small pinhole and record its intensity passing with a photodetector. Students are able to visualize the spatial profile of a laser beam, calculate the beam width and divergence and compare their results with direct measurement with a CCD sensor. The capability to efficiently control the scanning mechanism and take simple measurements of the spatial profile of the beam can significantly help the educational process toward the examination of more complex issues of remote sensing technologies.
引用
收藏
页数:12
相关论文
共 50 条
  • [31] Laser beam spatial profile determination by pulsed photoacoustics: exact solution
    Rabasovic, Mihailo D.
    Markushev, Dragan D.
    MEASUREMENT SCIENCE AND TECHNOLOGY, 2010, 21 (06)
  • [33] FLATTENING OF THE SPATIAL LASER-BEAM PROFILE WITH LOW LOSSES AND MINIMAL BEAM DIVERGENCE
    KERMENE, V
    SAVIOT, A
    VAMPOUILLE, M
    COLOMBEAU, B
    FROEHLY, C
    DOHNALIK, T
    OPTICS LETTERS, 1992, 17 (12) : 859 - 861
  • [34] WIDTH MEASUREMENT WITH LASER SCANNING
    SCHULZ, W
    STAHL UND EISEN, 1975, 95 (19): : 898 - 899
  • [35] Beam profile measurement and evaluation of far field high energy laser
    Yang Pengling
    Feng Guobin
    Wang Zhenbao
    Wang Ping
    Wu Yong
    Zhang Jianmin
    Cheng Shaowu
    Feng Gang
    Wang Fei
    Shao Bibo
    THIRD INTERNATIONAL SYMPOSIUM ON LASER INTERACTION WITH MATTER, 2015, 9543
  • [36] LASER SPECTROSCOPY OF A NEUTRAL LI BEAM FOR CURRENT PROFILE MEASUREMENT IN TOKAMAKS
    BAUR, JF
    WEST, WP
    ENSBERG, ES
    BULLETIN OF THE AMERICAN PHYSICAL SOCIETY, 1980, 25 (06): : 684 - 684
  • [37] Measurement of a small vertical emittance with a laser wire beam profile monitor
    Sakai, H
    Honda, Y
    Sasao, N
    Araki, S
    Hayano, H
    Higashi, Y
    Kubo, K
    Okugi, T
    Taniguchi, T
    Terunuma, N
    Urakawa, J
    Takano, M
    PHYSICAL REVIEW SPECIAL TOPICS-ACCELERATORS AND BEAMS, 2002, 5 (12): : 25 - 34
  • [38] Pedestrian detection by profile laser scanning
    Lovas, Tamas
    Barsi, Arpad
    2015 INTERNATIONAL CONFERENCE ON MODELS AND TECHNOLOGIES FOR INTELLIGENT TRANSPORTATION SYSTEMS (MT-ITS), 2015, : 408 - 412
  • [39] Deep Ultra-Violet Beam Profile Measurement of KrF Laser Using Laser Induced Fluorescence
    Ma Caihong
    Gao Zhixing
    INTERNATIONAL CONFERENCE ON PHOTONICS AND OPTICAL ENGINEERING (ICPOE 2014), 2015, 9449
  • [40] Scanning the laser beam for ultrafast pulse laser cleaning of paint
    A. V. Rode
    D. Freeman
    K. G. H. Baldwin
    A. Wain
    O. Uteza
    Ph. Delaporte
    Applied Physics A, 2008, 93 : 135 - 139