## Proceedings of the ... International Conference on Offshore Mechanics and Arctic Engineering, Volume 2, Parts 1-2American Society of Mechanical Engineers, 2000 - Arctic regions |

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Page 10

EQUATION OF LOW FREQUENCY SURGE MOTION AND ITS

The equation of the low frequency surge motion in head waves can be

formulated as a one degree of freedom motion , as follows : ( M + alė + bė + + c (

x } x = F ( 2 ) ...

EQUATION OF LOW FREQUENCY SURGE MOTION AND ITS

**COMPONENTS**The equation of the low frequency surge motion in head waves can be

formulated as a one degree of freedom motion , as follows : ( M + alė + bė + + c (

x } x = F ( 2 ) ...

Page 491

One could observe that the energy loss was less in the case of reduction in

higher frequency

higher ...

One could observe that the energy loss was less in the case of reduction in

higher frequency

**components**and more for the reduction of lower frequency**components**. This is due to the usage of a constant - slope spectrum , hence ahigher ...

Page 555

To get a model that provides a convenient way of investigating the effect of

statistical dependence between load effect

following example which is also suitable for easy calculation of the required

statistical ...

To get a model that provides a convenient way of investigating the effect of

statistical dependence between load effect

**components**, we shall use thefollowing example which is also suitable for easy calculation of the required

statistical ...

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### Contents

OCEAN SPACE UTILIZATION AND OFFSHORE TECHNOLOGY | 1 |

Evaluation of Low Frequency Motions of a Turret Moored FPSO System and Their Influence | 9 |

A Design Evaluation Method to Assess the Strength and Fatigue Characteristics of FPSOS | 17 |

Copyright | |

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### Common terms and phrases

amplitude analysis angle applied approach ASME assumed average beam bending breaking calculated coefficient compared comparison components computed Conference considered Copyright corresponding cylinder damage damping deck depth determined developed direction displacement distribution dynamic effects element energy Engineering equation estimated extreme fatigue Figure floating fluid forces frequency function geometry given heave horizontal included increase initial International joint length linear load mass maximum mean measured method mode mooring motion nonlinear normal observed obtained Offshore parameters peak performed period plates platform position prediction present pressure problem Proceedings range ratio reference relative represent respectively response riser rope scale shape ship shown shows significant simulation soil solution Spar spectrum stiffener stiffness strength stress structure surface surge Table Technology tension tests values variation vertical vessel wave height wind