capytaine.bem.problems_and_results module¶
Definition of the problems to solve with the BEM solver, and the results of this resolution.
- class capytaine.bem.problems_and_results.DiffractionProblem(*, body=None, free_surface=0.0, sea_bottom=-inf, omega=1.0, rho=1000.0, g=9.81, wave_direction=0.0, convention='nemoh')[source]¶
Bases:
LinearPotentialFlowProblem
Particular LinearPotentialFlowProblem with boundary conditions computed from an incoming Airy wave.
- class capytaine.bem.problems_and_results.DiffractionResult(problem, *args, **kwargs)[source]¶
Bases:
LinearPotentialFlowResult
- property records¶
- class capytaine.bem.problems_and_results.LinearPotentialFlowProblem(*, body=None, free_surface=0.0, sea_bottom=-inf, omega=1.0, rho=1000.0, g=9.81, boundary_condition=None)[source]¶
Bases:
object
General class of a potential flow problem.
- Parameters:
body (FloatingBody, optional) – The body interacting with the waves
free_surface (float, optional) – The position of the free surface (accepted values: 0 and np.infty)
sea_bottom (float, optional) – The position of the sea bottom
omega (float, optional) – The frequency of the waves in rad/s
rho (float, optional) – The density of water in kg/m3 (default: 1000.0)
g (float, optional) – The acceleration of gravity in m/s2 (default: 9.81)
boundary_condition (np.ndarray of shape (body.mesh.nb_faces,)) – The Neumann boundary condition on the floating body
TODO (more consistent use of free_surface and sea_bottom vs. water_depth)
- property body_name¶
- property depth¶
- property dimensionless_omega¶
- property dimensionless_wavenumber¶
- property influenced_dofs¶
- property period¶
- property water_depth¶
- property wavelength¶
- property wavenumber¶
- class capytaine.bem.problems_and_results.LinearPotentialFlowResult(problem, forces=None, sources=None, potential=None, pressure=None)[source]¶
Bases:
object
- class capytaine.bem.problems_and_results.RadiationProblem(*, body=None, free_surface=0.0, sea_bottom=-inf, omega=1.0, rho=1000.0, g=9.81, radiating_dof=None)[source]¶
Bases:
LinearPotentialFlowProblem
Particular LinearPotentialFlowProblem whose boundary conditions have been computed from the degree of freedom of the body.