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NON-LINEAR DYNAMIC TIME DOMAIN SIMULATION OF MOORED FLOATING SYSTEMS

Oğuz Yılmaz, Atilla İncecik

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Abstract

In this paper non-linear motion equations are presented to predict coupled behaviour of a catenary moored buoy and a tanker under wave, wind and current loading. The motion equations are solved in the time domain to predict surge, sway and yaw motions of the tanker and surge and sway motions of the buoy. Some comparisons between the predictions and the measurements are also given in the paper.

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What this paper is about

In this paper non-linear motion equations are presented to predict coupled behaviour of a catenary moored buoy and a tanker under wave, wind and current loading. The motion equations are solved in the time domain to predict surge, sway and yaw motions of the tanker and surge and sway motions of the buoy. Some comparisons between the predictions and the measurements are also given in the paper.

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Available abstract

In this paper non-linear motion equations are presented to predict coupled behaviour of a catenary moored buoy and a tanker under wave, wind and current loading. The motion equations are solved in the time domain to predict surge, sway and yaw motions of the tanker and surge and sway motions of the buoy. Some comparisons between the predictions and the measurements are also given in the paper.

Key concepts: Catenary, Buoy, Surge, Marine engineering, Time domain, Mooring, Engineering, Meteorology

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