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- OWC: a tabulated nonlinear original working curve
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- WCType: the working-curve type (options: ``LINEAR``, ``QUADRATIC``, ``EXP``)
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- k1: the first coefficient for the working curve formula (sets the strain offset where mean tension is zero)
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- k2: the second coefficient for the working curve formula (sets the curve shape)
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One example of such file is shown below.
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.. code-block:: none
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../owc.dat OWC Original working curve lookup table path, relative to the MoorDyn input file
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LINEAR WCType Working curve formula: LINEAR, QUADRATIC, or EXP
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0.25 k1 First parameter defining the working curve shape
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1.00 k2 Second parameter defining the working curve shape
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The ``owc.dat`` file follows the same format as the tabulated non-linear stiffness files described
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above (three header lines, then columns for strain and tension).
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Initial conditions are specified for the Syrope lines in a separate ``SYROPE IC`` section placed after the ``LINES`` section.
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- Line(s) - the Syrope line number(s). This may be a single line number or a comma-separated list of line numbers. If non-Syrope lines are included, they are ignored and a warning is raised.
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- Tmax0 – the initial highest mean tension experienced by the line prior to the current time (N)
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- Tmean0 – the initial mean tension (N)
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One example of the ``SYROPE IC`` section is shown below.
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.. code-block:: none
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---------------------- SYROPE IC --------------------------------------
Copy file name to clipboardExpand all lines: docs/references.rst
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@@ -82,16 +82,16 @@ Overview of MoorDyn v2 (bodies, rods, and line failures):
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`Hall, Matthew, “MoorDyn V2: New Capabilities in Mooring System Components and Load Cases.” In Proceedings of the ASME 2020 39th International
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Conference on Ocean, Offshore and Arctic Engineering. virtual conference, 2020. <https://www.nrel.gov/docs/fy20osti/76555.pdf>`_
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Seabed friction and bathymetry approach used in v2:
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`Housner, Stein, Ericka Lozon, Bruce Martin, Dorian Brefort, and Matthew Hall, “Seabed Bathymetry and Friction Modeling in MoorDyn.” Journal of
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Physics: Conference Series 2362, no. 1, Nov 2022: 012018. <https://doi.org/10.1088/1742-6596/2362/1/012018>`_
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Implementation of bending stiffness modeling for power cables:
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`Hall, Matthew, Senu Sirnivas, and Yi-Hsiang Yu, “Implementation and Verification of Cable Bending Stiffness in MoorDyn.” In ASME 2021 3rd International Offshore Wind
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Technical Conference, V001T01A011. Virtual, Online: American Society of Mechanical Engineers, 2021. <https://doi.org/10.1115/IOWTC2021-3565>`_
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Seabed friction and bathymetry approach used in v2:
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`Housner, Stein, Ericka Lozon, Bruce Martin, Dorian Brefort, and Matthew Hall, “Seabed Bathymetry and Friction Modeling in MoorDyn.” Journal of
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Physics: Conference Series 2362, no. 1, Nov 2022: 012018. <https://doi.org/10.1088/1742-6596/2362/1/012018>`_
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Non-linear line stiffness:
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`Lozon, Ericka, Matthew Hall, Paul McEvoy, Seojin Kim, and Bradley Ling, “Design and Analysis of a Floating-Wind Shallow-Water Mooring System
@@ -122,6 +122,10 @@ Modeling of Bi-stable Nonlinear Energy Sinks in MoorDyn (most recent description
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`Anargyros Michaloliakos, Wei-Ying Wong, Ryan Davies, Malakonda Reddy Lekkala, Matthew Hall, Lei Zuo, Alexander F. Vakakis, "Stabilizing dynamic subsea power cables using
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Bi-stable nonlinear energy sinks", Ocean Engineering, vol. 334, August 2025. <https://doi.org/10.1016/j.oceaneng.2025.121613>`_
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Syrope model for polyester ropes:
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`Wei, Zhilong, Harry B. Bingham, and Yanlin Shao. 2026. “ESOMOOR D5.1: Extended Moordyn Solver and Validation Report”. Technical University of Denmark. <https://doi.org/10.11583/DTU.31408806>`_
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The Fortran version of MoorDyn is available as a module inside of OpenFAST:
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