Proceedings of the ... International Conference on Offshore Mechanics and Arctic Engineering, Volume 11, Part 1American Society of Mechanical Engineers, 1992 - Arctic regions |
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Page 140
... potential are similar to those for the symmetric scattering wave case and take the forms of Eqs . ( 17 ) and ( 18 ) ... velocity potential in the exterior region is written as g 4 95 6 T215 + T12 ( -3 - yt3 ) 01 + T33 ( 2 + y22 ) $ 3 = T ...
... potential are similar to those for the symmetric scattering wave case and take the forms of Eqs . ( 17 ) and ( 18 ) ... velocity potential in the exterior region is written as g 4 95 6 T215 + T12 ( -3 - yt3 ) 01 + T33 ( 2 + y22 ) $ 3 = T ...
Page 172
... velocity potential ( X , t ) , where X = ( r , 0 , z ) and t denotes time . The fluid velocity vector is then given by q = Vo . The potential ( X , t ) and surface elevation ( Xo , t ) , where Xo = ( r , 0,0 ) , are assumed expressible ...
... velocity potential ( X , t ) , where X = ( r , 0 , z ) and t denotes time . The fluid velocity vector is then given by q = Vo . The potential ( X , t ) and surface elevation ( Xo , t ) , where Xo = ( r , 0,0 ) , are assumed expressible ...
Page 336
... velocity potential where w is angular frequency and t is time . Then p ( x , z ) satisfies velocity potential into diffraction velocity potential D and radiation velocity potentials ( a = 1,2 , ... , 6 ) as follows : 6 ❤ = 1 + D ∞ + Σ ...
... velocity potential where w is angular frequency and t is time . Then p ( x , z ) satisfies velocity potential into diffraction velocity potential D and radiation velocity potentials ( a = 1,2 , ... , 6 ) as follows : 6 ❤ = 1 + D ∞ + Σ ...
Contents
OCEAN WAVES AND CURRENT | 1 |
Directional Wave Observations During High Sea States From an NDBC Discus Buoy | 25 |
Vortex Trajectories Around a Circular Cylinder in Oscillatory Plus Mean Flows | 69 |
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added mass added resistance analysis body buoy cable calculated catenary components computed configuration convective cylinder damping ratio density displacement distribution domain drag coefficient drag force drift forces dynamic response effect energy Engineering estimated experimental extreme Figure floating flow fluid force coefficients free surface function Green's function heave motion horizontal hydrodynamic hydrodynamic damping incident wave inertia integral internal wave irregular waves KC number lift force linear load low-frequency damping matrix maximum measured method mode mooring Morison equation nondimensional nonlinear obtained Ocean Ocean Engineering Offshore Technology oscillation parameters peak phase velocity platform pontoon potential prediction Rayleigh Rayleigh distribution region resonant rotation second-order ship shown simulation solitary wave spectra spectrum submerged surge tension tethers values vector velocity velocity potential vertical vibration vortex water depth wave crest wave forces wave frequency wave height wave period Wavenumber wind