Abstract

Various operations at sea, such as maintaining a constant ship position and direction, require a complex control system. Under such conditions, the ship needs an efficient positioning technique. Dynamic positioning (DP) systems provide such an application with a combination of the actuators mechanism, analyses of crucial ship variables, and environmental conditions. The natural forces of induced nonlinear waves acting on a ship’s hull interfere with the systems. To generate control signals for actuators accurately, sensor measurements should be filtered and processed. Furthermore, for safe and green routing, the forces and moments acting on the ship’s hull should be taken into account in terms of their prediction. Thus, the design of such systems takes into account the problem of obtaining data about the directional wave spectra (DWS). Sensor systems individually cannot provide high accuracy and reliability, so their measurements need to be combined and complemented. Techniques based on the recursive Kalman filter (KF) are used for this purpose. When some measurements are unavailable, the estimation procedure should predict them and, based on the comparison of theoretical and measured states, reduce the error variance of the analyzed signals. Different approaches for improving estimation algorithms have evolved over the years with the indication of improvement. This paper gives an overview of the state-of-the-art estimation and filtering techniques for providing optimum estimation states in DP systems.

Highlights

  • Today, exploitation activities are mainly done in deep waters far from the coastal area

  • The mathematical modeling of Dynamic positioning (DP) systems principally depends on the expected conditions

  • New estimation techniques based on measured ship responses and existing ship sensor devices are described with the analogy of wave height and direction measurements by moored buoys as conventional devices

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Summary

Introduction

Exploitation activities are mainly done in deep waters far from the coastal area. When the spectral characteristics of the analyzed signal are time varying, this approach gives a mean spectral representation and results in low-frequency resolution if estimates are obtained using short time windows or filter banks Most of these techniques are inefficient for non-stationary signals, which most often appear in real life. This filtering method has experienced widespread use in navigation systems for estimating unknown variables that. Eng. 2020, 8, 234 cannot be measured directly, as well as for overcoming white and colored noise from the estimated states using measurements from multiple sensors of different accuracy [8,9,10]

Ship Motions and Accelerations
Dynamic Ship Positioning
System Structure
Signal Filtration and Reconstruction
Estimation of DWS
Methods
TF Distribution Methods
Non-Parameterized TF Distribution Methods
Linear Distributions
Energy Distributions
Adaptive Non-Parameterized and Parameterized TF Distribution Methods
Comparison of TF Distribution Methods
Method STFT
Conclusions
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