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VIV CFD Loads and Responses of Tubular Members - Numerical Prediction of the Nonlinear Hydrodynamic Forces and Responses of Flexible Offshore Structures

Office/Division Program
TAP
Project Number
361
Category
Research Initiation Date (Award Date)
Research Performing Activity
Texas A&M University, Offshore Technology Research Center (OTRC)
Research Principal Investigator
Dr. John Kallinderis
Research Contracting Agency
Description

The offshore industry estimates VIV hydrodynamic forces based on empirical measurements or low-order fluid dynamic models calibrated for shallow water applications. Comparisons of the predicted forces and responses of flexible structures with experimental data reveal the shortcomings of these models, especially in the design of deepwater systems. Hence, the motivation of the proposed research to employ flow-structure interaction methods based on solving the Navier-Stokes and structural dynamics equations of motion to provide predictions of the forces and responses of risers and spars. Two issues of the numerical methods have been identified; 1) the computational expense required for full three-dimensional simulations of straked risers and spars can be prohibitive in some cases, and 2) certain degree of over prediction of the drag coefficient for super critical Reynolds numbers for cases of perfectly smooth cylinders.

Latest progress update

Method for solving the Navier-Stokes equations, which is based on the artificial compressibility approach, has been tested in terms of accuracy and computing resources requirement. The issue of the allowable timestep size was investigated next. The timestep size for time-accurate simulations is dictated by the size of the smallest element for several of the popular CFD methods. It is quite typical that very small elements exist in most of the meshes employed. As a consequence, the timesteps used are very small which renders vortex-induced vibrations (VIV) simulations prohibitively expensive in many cases studied. This issue becomes more serious as the Reynolds number increases.

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