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OrcaFlex Manual - Orcina

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281<br />

System Modelling: Data and Results, Vessels<br />

the WAMIT global origin relative to the WAMIT vessel origin (i.e. in "body-fixed axes"), using the values of XBODY,<br />

YBODY, ZBODY and PHIBODY in the WAMIT output file, and (ii) translating this value to be relative to the <strong>OrcaFlex</strong><br />

vessel origin, using the difference between the centres of gravity in the two systems.<br />

You will therefore need to ensure that the centre of gravity is set appropriately in <strong>OrcaFlex</strong> before importing the<br />

WAMIT data.<br />

Note: In some cases, WAMIT does not output the horizontal position of the centre of gravity. If so, then<br />

<strong>OrcaFlex</strong> will warn you of this, and you will need to set these reference origins yourself.<br />

Added mass and damping<br />

WAMIT outputs added mass and damping as a list of (i,j) components. <strong>OrcaFlex</strong> imports these values, but uses only<br />

the upper right triangle of each matrix. You will receive a warning if any of these matrices, in the imported file, are<br />

significantly non-symmetric, since <strong>OrcaFlex</strong> is unable to handle this. Components for which an (i,j) value is not given<br />

are assumed to be zero. The non-dimensional WAMIT values for added mass (a) and damping (b) are scaled to<br />

dimensional (A,B respectively) values according to the formulae<br />

where<br />

RAOs<br />

Aij = ρL k aij<br />

Bij = ρL k ωbij<br />

k = 3 for i,j=1,2,3;<br />

k = 4 for i=1,2,3, j=4,5,6 or i=4,5,6, j=1,2,3;<br />

k = 5 for i,j=4,5,6 and<br />

ω is the frequency in rad/s.<br />

Displacement RAOs are imported in a straightforward way. They are re-dimensionalised by multiplying by the<br />

factor L k , k = 0 for i = 1,2,3; k = 1 for i = 4,5,6. WAMIT may calculate load RAOs in one of two ways, and either or both<br />

methods (labelled "Haskind" and "Diffraction") may be present in the file. If both are given, <strong>OrcaFlex</strong> will prompt<br />

you to choose one method and will import the data for that method only. The re-dimensionalising factor for load<br />

RAOs is ρ g L k , k = 2 for i=1,2,3; k = 3 for i=4,5,6. The RAO directions in <strong>OrcaFlex</strong> are relative to the vessel, and are<br />

determined by subtracting the value of PHIBODY in the WAMIT input file (the vessel heading at rest) from each of<br />

the values of wave heading, which are given in WAMIT with respect to global axes.<br />

QTFs<br />

Wave drift QTFs are re-dimensionalised with the factor ρ g L k , k = 1 for i=1,2,3; k = 2 for i=4,5,6. Directions are<br />

adjusted in the same way as for RAOs.<br />

WAMIT may calculate Newman QTFs in a number of different ways: Momentum Conservation, Pressure Integration,<br />

and Control Surface. <strong>OrcaFlex</strong> is presently unable to import data resulting from the Momentum Conservation<br />

calculation, so this method is disregarded. As with load RAOs, if data from more than one of the remaining methods<br />

are present, then you will be prompted to choose just one of them.<br />

Similarly, full QTFs (if included) are calculated by WAMIT in two different ways: a Direct and an Indirect method. If<br />

data from both of these methods are present in the .out file, then you will be prompted to choose one of them; if both<br />

difference and sum frequency QTFs are present, you will have to make this choice for each.<br />

Notes: WAMIT outputs Newman QTFs for pairs of wave headings. <strong>OrcaFlex</strong> allows only unidirectional<br />

Newman QTFs, so imports only the data for which the two headings coincide. This restriction does<br />

not apply to full QTFs.<br />

Stiffness and equilibrium position<br />

The heave, roll and pitch components of the hydrostatic stiffness matrix are imported. The equilibrium position is<br />

not specified by WAMIT, so you should edit this value yourself.<br />

Mass and inertia<br />

Mass and moments of inertia are not imported from WAMIT files. You should enter these data yourself.

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