Pages that link to "Item:Q2022871"
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The following pages link to Practical evaluation of flows due to arbitrary singularity distributions in the 3D theory of ship motions in regular waves at \(\tau < 1 \slash 4\) (Q2022871):
Displaying 9 items.
- Practical mathematical representation of the flow due to a distribution of sources on a steadily advancing ship hull (Q695459) (← links)
- Practical evaluation of flows due to arbitrary singularity distributions in the 3D theory of ship motions in regular waves at \(0.3 \leq \tau \) (Q821165) (← links)
- Three dimensional Green's function for ship motion at forward speed (Q920721) (← links)
- Practical flow-representations for arbitrary singularity-distributions in ship and offshore hydrodynamics, with applications to steady ship waves and wave diffraction-radiation by offshore structures (Q2022847) (← links)
- Practical representation of flows due to general singularity distributions for wave diffraction-radiation by offshore structures in finite water depth (Q2055997) (← links)
- Optimal Fourier-Kochin flow representations in ship and offshore hydrodynamics: theory (Q2124044) (← links)
- An alternative linear flow model and boundary integral flow representation for ship motions in regular waves (Q2134604) (← links)
- On singular and highly oscillatory properties of the Green function for ship motions (Q2767773) (← links)
- The quest for a three-dimensional theory of ship-wave interactions (Q3211021) (← links)
