TidalPy.RadialSolver.matrix_types package

Submodules

TidalPy.RadialSolver.matrix_types.solid_matrix module

Fundamental Matrix and its inverse as defined in Sabadini, Vermeerson, & Cambiotti (2016) (Hereafter cited as SVC16)

Two versions are defined, one for a generic order-l and one for order-l=2 (for performance).

Assumptions

These matrices assume an incompressible body.

References

SVC16 : Sabadini, Vermeerson, & Cambiotti (2016, DOI: 10.1007/978-94-017-7552-6) HH14 : Henning & Hurford (2014, DOI: 10.1088/0004-637X/789/1/30) ID : IcyDwarf Code by Marc Neveu (https://github.com/MarcNeveu/IcyDwarf/blob/master/IcyDwarf/Thermal.h)

TidalPy.RadialSolver.matrix_types.solid_matrix.fundamental_matrix(radius_array_view, density_array_view, gravity_array_view, complex_shear_array_view, degree_l=2, G_to_use=6.6743e-11, perform_checks=True)

Construct the fundamental matrix and its inverse using harmonic degree l.

See Eq. 2.42 of SVC16

Assumptions

• These matrices assume an incompressible body.

param radius_array_view:

Pointer to array of Radius values [m]

type radius_array_view:

double

param density_array_view:

Pointer to array of Density at each radius [kg m-3]

type density_array_view:

double

param gravity_array_view:

Pointer to array of acceleration due to gravity at each radius [m s-2]

type gravity_array_view:

double

param complex_shear_array_view:

Pointer to array of Complex shear modulus at each radius [Pa]

type complex_shear_array_view:

double complex

param degree_l:

Harmonic degree.

type degree_l:

int, default=2

param G_to_use:

Gravitational constant used in calculations. Can be provided for non-dimensionalized solutions.

type G_to_use:

double, default=d_G

param perform_checks:

If True, then checks will be performed on the input arguments to check for issues.

type perform_checks:

bool, default=True