2017
DOI: 10.11591/eecsi.v4.1070
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Single Frame Resection of Compact Digital Cameras for UAV Imagery

Abstract: Recently, UAVs (Unmanned Aerial Vehicles) gain a wider acceptance from many disciplines. One major application is for monitoring and mapping. Flying beyond eye sight autonomously and collecting data over large areas are their obvious advantages. To support a large scale urban city mapping, we have developed a UAV system which can carry a compact digital camera as well as a navigational grade of a Global Positioning System (GPS) board mounted on the vehicle. Unfortunately, such a navigational system fails to pr… Show more

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Cited by 5 publications
(4 citation statements)
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“…The projective center coordinates of each image in the Cartesian coordinate system are then utilized to calculate the baseline vector components between two images as in (2). If the GCPs are surveyed using geodetic type of GPS, the obtained geographical coordinates can be verified using space resection methods [27][28][29]. The resection method needs at least three GCPs appeared on both images.…”
Section: Results and Analysismentioning
confidence: 99%
“…The projective center coordinates of each image in the Cartesian coordinate system are then utilized to calculate the baseline vector components between two images as in (2). If the GCPs are surveyed using geodetic type of GPS, the obtained geographical coordinates can be verified using space resection methods [27][28][29]. The resection method needs at least three GCPs appeared on both images.…”
Section: Results and Analysismentioning
confidence: 99%
“…Output tersebut diperoleh dari hasil pengukuran koordinat foto (xy) dengan metode centroid pada masing-masing retro untuk setiap foto (Tjahjadi, 2010). Titik pusat tengah retro pada foto yang diamati merupakan lokasi jatuhnya berkas sinar pada bidang sensor yang dipantulkan dari objek dan memenuhi kondisi kolinieritas, di mana pusat perspektif (O), titik P pada bidang sensor, dan objek P yang dicitrakan semuanya berada pada satu garis lurus (Tjahjadi, 2017), kondisi kolinieritas ini dimodelkan secara matematis di dalam (Luhmann, 2011;Wolf, 2000;.…”
Section: Pendefinisan Koordinat Pendekatanunclassified
“…The self-calibration method is performed by means of the bundle adjustment [6] which provides a simultaneous determination of the interior and exterior orientation parameters, as well as the object point coordinates performed with or without a provision of known coordinates of control points [11], [13], [15], [21]-- [23]. However, while object space control points of known 3D coordinates are available, calibration parameters can be recovered using space resection methods [24]-- [26], relative orientation methods [27], [28], or bundle adjustment with fixed 3D coordinates. Before elaborating the result, a brief discussion about the self-calibration method is following.…”
Section: Introductionmentioning
confidence: 99%