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Determining of correlation relationship between roll, pitch, and yaw for UAVs

机译:确定无人机的侧倾,俯仰和偏航之间的相关关系

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Currently, UAVs are intensively being introduced into topographic-photogrammetric production for topographic digital aerial photography and laser scanning. These technologies have a number of advantages: they don’t require specially prepared platforms and launchers, they are relatively inexpensive unlike large aircrafts, and they are safe. However, there are still many unsolved problems for ultralight UAVs, especially when the aerial photography is made. As you know, the requirements for the implementation of the aerial survey process are quite stringent, first of all, for horizontal flight: the angles of inclination must be within 3–5 degrees, since exceeding these tolerances significantly affects the accuracy for determining the spatial coordinates of objects. Therefore, there was an idea to conduct researches of dependences between the pitch α, roll ω and yaw κ. For this purpose, 100 images obtained from aircraft-type UAV ‘Arrow’ developed and created by specialists from Lviv Polytechnic National University and ‘Abris’ were used. As a result of the study, the multiple correlation coefficient and the parameters of the linear regression equation for the angular elements of the exterior orientation of digital images were calculated. In addition, statistical quality evaluations for the obtained regression model were carried out. Analysis of the received data allows to assert that angular elements of exterior orientation are correlated with each other. Therefore, in the further imaging materials, processing it becomes possible to make compensation of this fact and to improve calculation accuracy of spatial coordinates of points.
机译:当前,无人机被大量引入地形摄影测量产品中,用于地形数字航空摄影和激光扫描。这些技术具有许多优势:它们不需要专门准备的平台和发射器;与大型飞机不同,它们相对便宜,并且安全。但是,对于超轻型无人机仍然存在许多未解决的问题,尤其是在进行航空摄影时。如您所知,实施航空测量过程的要求非常严格,首先是水平飞行:倾斜角度必须在3-5度以内,因为超过这些公差会显着影响确定空间的精度对象的坐标。因此,提出了研究俯仰α,横滚ω和横摆κ之间的依存关系的想法。为此,使用了由利沃夫理工大学和“阿布里斯”专家研制的飞机无人机“箭”获得的100张图像。作为研究的结果,计算了数字图像的外部取向的角元素的多重相关系数和线性回归方程的参数。此外,对获得的回归模型进行了统计质量评估。对接收到的数据的分析允许断言外部取向的角度元素彼此相关。因此,在其他成像材料中,可以进行处理以补偿该事实并提高点的空间坐标的计算精度。

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