Estimation of airship states and model uncertainties using nonlinear estimators

IF 0.6 Q3 ENGINEERING, MULTIDISCIPLINARY Mehran University Research Journal of Engineering and Technology Pub Date : 2024-01-01 DOI:10.22581/muet1982.2401.1613
M. Wasim, Ahsan Ali, Muhammad Mateen Afzal Awan, I. Shaikh
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Abstract

This Airships are lighter than air vehicles and due to their growing number of applications, they are becoming attractive for the research community. Most of the applications require an airship autonomous flight controller which needs an accurate model and state information. Usually, airship states are affected by noise and states information can be lost in the case of sensor's faults, while airship model is affected by model inaccuracies and model uncertainties. This paper presents the application of nonlinear and Bayesian estimators for estimating the states and model uncertainties of neutrally buoyant airship. It is considered that minimum sensor measurements are available, and data is corrupted with process and measurement noise. A novel lumped model uncertainty estimation approach is formulated where airship model is augmented with six extra state variables capturing the model uncertainty of the airship. The designed estimator estimates the airship model uncertainty along with its states. Nonlinear estimators, Extended Kalman Filter and Unscented Kalman Filter are designed for estimating airship attitude, linear velocities, angular velocities and model uncertainties. While Particle filter is designed for the estimation of airship attitude, linear velocities and angular velocities. Simulations have been performed using nonlinear 6-DOF simulation model of experimental airship for assessing the estimator performances. 1−𝜎 uncertainty bound and error analysis have been performed for the validation. A comparative study of the estimator's performances is also carried out.
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使用非线性估算器估算飞艇状态和模型不确定性
飞艇是一种轻于空气的飞行器,由于其应用日益广泛,对研究界越来越有吸引力。大多数应用需要飞艇自主飞行控制器,而控制器需要精确的模型和状态信息。通常情况下,飞艇的状态会受到噪声的影响,传感器出现故障时状态信息也会丢失,而飞艇模型则会受到模型不准确和模型不确定性的影响。本文介绍了应用非线性和贝叶斯估计器估计中性浮力飞艇状态和模型不确定性的方法。考虑到传感器测量值最小,数据受到过程和测量噪声的干扰。在这种情况下,飞艇模型增加了六个额外的状态变量,以捕捉飞艇模型的不确定性。所设计的估算器可以估算出飞艇模型及其状态的不确定性。设计了非线性估计器、扩展卡尔曼滤波器和无符号卡尔曼滤波器,用于估计飞艇姿态、线速度、角速度和模型不确定性。粒子滤波器用于估计飞船姿态、线速度和角速度。使用实验飞艇的非线性 6-DOF 仿真模型进行了模拟,以评估估计器的性能。为进行验证,还进行了 1-𝜎 不确定性约束和误差分析。此外,还对估计器的性能进行了比较研究。
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发文量
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审稿时长
40 weeks
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