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Calibration of a Terrestrial Laser Scanner - Institute of Geodesy and ...

Calibration of a Terrestrial Laser Scanner - Institute of Geodesy and ...

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3.1 Laboratories <strong>and</strong> Tools for <strong>Calibration</strong> 29<strong>and</strong> can be received by the frequencymeasurement unit. Basedon this received st<strong>and</strong>ardized frequency,an absolute time base for the frequencycounter can be defined.The modulation frequency <strong>of</strong> a sensor is transmitted to an APD. The detected signal is amplified<strong>and</strong> de¬modulated. The frequency counter calculates the detected modulation frequency. Additionally,ulated signal can also be visualized by an oscilloscope. The electronic unit for frequencyshown in Figure 3.6. The APD, the frequency counter, the amplifier <strong>and</strong> the oscilloscopethis figure.the demod¬measurement iscan also be seen inFigure 3.6: Electronic unit forfrequency measurement including an APD, an amplifier, a frequency counter, <strong>and</strong> anoscilloscope (from right to left).3.1.5 <strong>Calibration</strong> <strong>of</strong> SpheresIn contrast to traditional geodetic instruments, e.g.total station, GPS, levels, a laser scanner does notsupport the direct determination <strong>of</strong> coordinates <strong>of</strong> discrete points. For the calibration purposes <strong>of</strong> a laserscanner, itis essential to work with discrete points to derive the coordinates <strong>of</strong> these points. Several geo¬metrical objects are suitable for laser scanning, e.g. planar coded targets, cylinders <strong>and</strong> spheres.appropriate object for laser scanning in terms <strong>of</strong> deriving coordinates <strong>of</strong> a discrete point is a sphere.advantages <strong>of</strong> a sphereare manifold. First,each sphere is absolutely defined in 3D bythe center point <strong>and</strong> its diameter. Second, a sphere is featured by a homogenousThe mostThethe coordinates <strong>of</strong>surface <strong>and</strong> is invariantregarding the viewing angle. Thus, spheres are well-suited for use as targets for laser scanning. However,there is one major disadvantage. The angle <strong>of</strong> incidence worsens with increasing<strong>and</strong> vice versa. The introduction <strong>of</strong> weights can reduce this problem. However, these pointsas they define the geometry <strong>of</strong> the sphere.distance from the centerConsequently, massive wooden spheres in two sizes were prepared as targets for laser scanning.are essentialThe diam¬eters are <strong>of</strong> approximately twelve <strong>and</strong> fifteen centimeters. Adapters were fixed on the spheres for attachingthem to prism holders. When installing the adapters, caution was taken to avoid an <strong>of</strong>fset in position <strong>and</strong>in height between the prisms <strong>and</strong> the spheres. Furthermore, the spheres were paintedwith a white colourfor achieving high intensity values for the reflected laser beams. Overall, each sphere had to be calibratedwith respect to• the diameter <strong>and</strong> the symmetry <strong>of</strong> the diameter, in horizontal <strong>and</strong> vertical direction,• the central position <strong>of</strong> the adapter, <strong>and</strong>• the vertical <strong>of</strong>fset between prism center <strong>and</strong> sphere center.The calibration processwas performed by usinga theodolite (Wild T 2000). The theodolite <strong>and</strong> the spherewere set up on two pillars <strong>of</strong> the test field <strong>of</strong> observation pillars, cf. Section 3.1.3. By knowingthe distance

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