首页> 外文期刊>Wissenschaftliche Arbeiten der Fachrichtung Geodasie und Geoinformatik der Leibniz Universitat Hannover >Kaiman Filtering with State Constraints Applied to Multi-sensor Systems and Georeferencing
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Kaiman Filtering with State Constraints Applied to Multi-sensor Systems and Georeferencing

机译:Kaiman滤波使用状态约束应用于多传感器系统和地理

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Active research on the development of autonomous vehicles has been carried out for several years now. However, some significant challenges still need to be solved in this context. Particularly relevant is the constant guarantee and assurance of the integrity of such autonomous systems. In order to ensure safe manoeuvring in the direct environment of humans, an accurate, precise, reliable and continuous determination of the vehicle's position and orientation is mandatory. In geodesy, this process is also referred to as georeferencing with respect to a superor-dinate earth-fixed coordinate system. Especially for complex inner-city areas, there are no fully reliable methods available so far. The otherwise suitable and therefore common Global Navigation Satellite System (GNSS) observations can fail in urban canyons. However, this fact does not only apply exclusively to autonomous vehicles but can generally also be transferred to any kinematic Multi-Sensor System (MSS) operating within challenging environments. Especially in geodesy, there are many MSSs, which require accurate and reliable georeferencing regardless of the environment. This is indispensable for derived subsequent products, such as highly accurate three-dimensional point clouds for 3D city models or Building Information Modelling (BIM) applications. The demand for new georeferencing methods under aspects of integrity also involves the applicability of big data. Modern sensors for capturing the environment, e.g. laser scanners or cameras, are becoming increasingly cheaper and also offer higher information density and accuracy. For many kinematic MSSs, this change leads to a steady increase in the amount of acquired observation data. Many of the currently methods used are not suitable for processing such amounts of data, and instead, they only use a random subset. Besides, big data also influences potential requirements with regard to possible real-time applications. If there is no excessive computing power available to take into account the vast amounts of observation data, recursive methods are usually recommended. In this case, an iterative estimation of the requested quantities is performed, whereby the comprehensive total data set is divided into several individual epochs. If the most recent observations are successively available for each epoch, a filtering algorithm can be applied. Thus, an efficient estimation is carried out and, with respect to a comprehensive overall adjustment, generally larger observation sets can be considered. However, such filtering algorithms exist so far almost exclusively for explicit relations between the available observations and the requested estimation quantities. If this mathematical relationship is implicit, which is certainly the case for several practical issues, only a few methods exist or, in the case of recursive parameter estimation, none at all. This circumstance is accompanied by the fact that the combination of implicit relationships with constraints regarding the parameters to be estimated has not yet been investigated at all. In this thesis, a versatile filter algorithm is presented, which is valid for explicit and for implicit mathematical relations as well. For the first time, methods for the consideration of constraints are given, especially for implicit relations. The developed methodology will be comprehensively validated and evaluated by simulations and real-world application examples of practical relevance. The usage of real data is directly related to kinematic MSSs and the related tasks of calibration and georeferencing. The latter especially with regard to complex inner-city environments. In such challenging environments, the requirements for georeferencing under integrity aspects are of special importance. Therefore, the simultaneous use of independent and complementary information sources is applied in this thesis. This enables a reliable georeferencing solution to be achieved and a prompt notification to be issued in case of integrity violations.
机译:目前已有几年来实现了对自治车辆发展的积极研究。但是,在这种情况下仍需要解决一些重大挑战。特别相关的是持续保证和保证这种自治系统的完整性。为了确保人类直接环境中的安全操纵,强制性,精确,可靠,持续的车辆位置和方向的持续确定是强制性的。在Geodesy中,该过程也称为相对于超级划线接地固定坐标系的地理转移。特别是对于复杂的内城区,到目前为止没有完全可靠的方法。否则合适的和因此普通的全球导航卫星系统(GNSS)观察可能在城市峡谷中失败。然而,这一事实不仅可以专门应用于自主车辆,而且通常也可以转移到在具有挑战性环境中运行的任何运动学多传感器系统(MSS)。特别是在Geodesy中,有许多MSS,无论环境如何,都需要准确可靠地地理转移。这对于衍生后续产品是必不可少的,例如用于3D城市模型的高度准确的三维点云或建立信息建模(BIM)应用。在完整性方面,对新地理转移方法的需求也涉及大数据的适用性。用于捕获环境的现代传感器,例如,激光扫描仪或摄像机,变得越来越便宜,并且还提供更高的信息密度和准确性。对于许多运动MSS而言,这种变化导致获取的观察数据量的稳定增加。使用的许多目前使用的方法不适合处理此类数据,而是仅使用随机子集。此外,大数据也影响可能的实时应用的潜在要求。如果没有可用于考虑大量观察数据的过度计算能力,通常建议使用递归方法。在这种情况下,执行对所请求的数量的迭代估计,从而将综合总数据集分成几个单独的时期。如果每个时期连续使用最近的观察,则可以应用过滤算法。因此,执行有效的估计,并且关于综合整体调整,可以考虑通常更大的观察组。然而,到目前为止,这种过滤算法几乎完全用于可用观察和所请求的估计数量之间的明确关系。如果这种数学关系是隐式的,这当然是若干实际问题的情况,只有几种方法存在,或者在递归参数估计的情况下,无关紧要。这种情况伴随着与关于要估计参数的限制的隐性关系的组合尚未得到调查。在本文中,提出了一种多功能滤波器算法,这对于显式和隐式数学关系也有效。首次,给出了考虑约束的方法,特别是对于隐含关系。通过模拟和实际应用实际相关性的实际相关性,将全面验证和评估发达的方法。实际数据的使用与运动MSSS和校准和地理转移相关的相关任务直接相关。后者尤其是复杂的内部城市环境。在这种具有挑战性的环境中,在完整性方面下的地理学的要求具有特殊重要性。因此,在本论文中应用了同时使用独立和互补信息来源。这使得能够实现可靠的地理转移解决方案,并且在侵犯诚信的情况下发出及时通知。

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