基于不确定性深度学习的轴对称物体六自由度姿态估计

Shintaro Hashimoto, Daichi Hirano, N. Ishihama
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引用次数: 1

摘要

在有效清除空间碎片之前,需要从高分辨率的观测图像中准确估计其六自由度姿态(位置和姿态)。此外,如果碎片是轴对称的,例如多级火箭的残骸,或者由于光学条件无法看到部分碎片,则估计其参数要困难得多。如果某些参数由于某种原因无法估计,那么由于欧拉角和四元数中的每个参数都具有相互依赖性,不能唯一确定解,可能会影响所有参数。本研究提出了基于正向将四元数分解为方向和旋转的求解方法,从而可以独立估计方向和旋转参数。此外,本研究能够通过在每个参数中添加不确定值,自适应地提高基于不确定阈值的精度。剔除不确定度估计误差值可能超过2%的参数后,参数$x、y、z$(位置)、$n_{x}、n_{y}、n_{z}$和$\theta_{z}$(姿态)的估计误差分别为1.25%、1.35%、3.76%、2.27%、2.64%、3.06%和18.32%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
6-DoF Pose Estimation for Axisymmetric Objects Using Deep Learning with Uncertainty
Before space debris can be removed efficiently, its 6-DoF poses (positions and attitudes) need to be estimated accurately from observed images with high resolution. Further, if the debris is axisymmetric, such as the remains of a multistage rocket, or if part of the debris cannot be seen due to optical conditions, it is considerably more difficult to estimate its parameters. If some parameters cannot be estimated for some reason, all parameters may be affected because each parameter in Euler angle and quaternion has an interdependency and the solution will not be determined uniquely. This research proposes methods that obtain the solution by decomposing the quaternion into the direction and rotation based on the forward direction so that direction and rotation parameters can be estimated independently. Moreover, this research was able to adaptively improve accuracy based on a threshold of uncertainty by adding an uncertainty value to each parameter. When the estimated parameters likely having error values that exceed 2% based on uncertainty value are deleted, estimated error of parameter $x, y, z$ (position), $n_{x}, n_{y},n_{z}$ and $\theta_{z}$ (attitude) were 1.25%, 1.35%, 3.76%, 2.27%, 2.64%, 3.06%, and 18.32% respectively.
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