Pages that link to "Item:Q2937676"
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The following pages link to Free-surface hydrodynamics of a submerged prolate spheroid in finite water depth based on the method of multipole expansions (Q2937676):
Displaying 9 items.
- The analytic solution for hydrodynamic diffraction by submerged prolate spheroids in infinite water depth (Q520909) (← links)
- An adaptive numerical method for free surface flows passing rigidly mounted obstacles (Q1653711) (← links)
- Hydrodynamic wave resistance and diffraction problems of submerged prolate spheroids based on a Green's function image singularities method (Q1670813) (← links)
- Regular wave integral approach to the prediction of hydrodynamic performance of submerged spheroid (Q1727508) (← links)
- Hydrodynamic exciting forces on a submerged oblate spheroid in regular waves (Q2361769) (← links)
- A numerical method for the evaluation of hydrodynamic forces of translating bodies under a free surface (Q4494687) (← links)
- Fluid mechanics of free subduction on a sphere. Part 1. The axisymmetric case (Q5160156) (← links)
- Effect of the viscoelasticity of an ice cover on wave resistance and lift force experienced by Joubert submarine (Q6098673) (← links)
- Transient sloshing in a prolate spheroidal container under aerospace excitations (Q6580594) (← links)
