Abstract

In this article, numerical studies on a tightly moored point absorber type wave energy converter called INWAVE are presented. This system consists of a buoy, subsea pulleys, and a power take off (PTO) module. The buoy is moored by three ropes that pass through the subsea pulleys to the PTO module. Owing to the counterweight in the PTO module, a constant tension, which provides a horizontal restoring force to the buoy, is constantly applied to the rope. As waves pass by, the buoy is subjected to six degrees of freedom motion, consisting of surge, heave, sway, roll, pitch, and yaw, which causes reciprocating motion in the three mooring ropes. The PTO module converts the motion of the ropes into electric power. This process is expressed as a dynamic equation based on Newtonian mechanics and the performance of the device is analyzed using time domain simulation. We introduce the concept of virtual torsion spring in order to prevent the impact error in the ratchet gear modules which convert bidirectional motion of rope drum into unidirectional rotary motion. The three-dimensional geometrical relationship between the ropes and the buoy is investigated, and the effects of the angle of the mooring rope and the direction of wave propagation are addressed to determine the interaction between the tension of the rope and the buoy. Results have shown that the mooring rope angle has a large impact on the power extraction. The simulation results present a useful starting point for future experimental work.

Highlights

  • Ocean wave energy is a renewable energy source with high energy density and great potential

  • A three-dimensional model of the INWAVE device is presented, which considers the six degree motion of the buoy and the three mooring rope’s connections in order to overcome previous assumptions. To build this dynamic model, the geometric relationship between the behavior of the buoy and the ropes in the three-dimensional space was identified, and, based on this, we derived the overall dynamics by combining the hydrodynamic coefficients for the buoy using an ANSYS AQWA simulator [26] and the power take off (PTO) module based on the Newtonian mechanics and linear wave theory (LWT) [27,28]

  • For objective efficiency comparison with other wave energy converter (WEC), we analyzed the theoretical performance of the device by calculating the capture width ratio (CWR) that is the average power output of the device divided by wave energy density and the diameter of the buoy under irregular wave conditions based on the joint north sea wave project (JONSWAP) wave spectrum model

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Summary

Introduction

Ocean wave energy is a renewable energy source with high energy density and great potential. Unlike Lifesaver, INWAVE has a reinforced mechanism to cope with the wave force in a horizontal direction as the installation depth is low It is advantageous for maintenance because the PTO module is located on the coast. A three-dimensional model of the INWAVE device is presented, which considers the six degree motion of the buoy and the three mooring rope’s connections in order to overcome previous assumptions To build this dynamic model, the geometric relationship between the behavior of the buoy and the ropes in the three-dimensional space was identified, and, based on this, we derived the overall dynamics by combining the hydrodynamic coefficients for the buoy using an ANSYS AQWA simulator [26] and the PTO module based on the Newtonian mechanics and linear wave theory (LWT) [27,28]. For objective efficiency comparison with other WECs, we analyzed the theoretical performance of the device by calculating the capture width ratio (CWR) that is the average power output of the device divided by wave energy density and the diameter of the buoy under irregular wave conditions based on the joint north sea wave project (JONSWAP) wave spectrum model

Geometrical Relationship between Buoy and Ropes in Three-Dimensional Space
Dynamics of the Buoy and Rope Tension
PTO Modeling
Simulation and Analysis under Regular Wave Condition
Influence of Subsea Pulley Position
Influence of Counterweight
Influence of Wave Direction
Simulation and Analysis under JONSWAP Irregular Wave Condition
Findings
Conclusions

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