LIMITATION BETWEEN LINEAR AND NONLINEAR MODELS FORSURGE MOTION OF TLP
Publish Year: 1391
Type: Conference paper
Language: English
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Document National Code:
ICOPMAS10_195
Index date: 22 February 2013
LIMITATION BETWEEN LINEAR AND NONLINEAR MODELS FORSURGE MOTION OF TLP abstract
A Tension-Leg Platform (TLP) is a vertically moored floating structure. The platform is permanently moored by tendons. Surge equation of motion of TLP is highly nonlinear because of large displacement and it should be solved with perturbation parameter in time domain. This paper compare the dynamic motion responses of a TLP in regular sea waves obtained by applying three method in time domain using MATLAB soft ware. In this paper Lindstedt- Poincare method (L-Pmethod) is used to solve nonlinear differential equation of surge motion considering first-order perturbation. Also modified Euler method (MEM) is used for solving nonlinear equation of motion as numerical method and ordinary differential equation is used for linear equation of motion(without nonlinear term). The results were obtained as responses represent good accordance between results of L-P method and MEM.
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LIMITATION BETWEEN LINEAR AND NONLINEAR MODELS FORSURGE MOTION OF TLP authors
Mohammad Reza Tabeshpour
Assistant Professor - Center of Excellence in Hydrodynamics and Dynamics of Marine Vehicles, Mechanical
Rahim Shovghi
Graduated Student - Tabriz University