LORENE
Lorene::Map_star Class Reference
Inheritance diagram for Lorene::Map_star:
Lorene::Map_radial

Public Member Functions

 Map_star (const Mg3d &mgrille, const double *r_limits)
 Standard Constructor.
 Map_star (const Mg3d &mgrille, const Tbl &r_limits)
 Standard Constructor with Tbl.
 Map_star (const Map_star &)
 Copy constructor.
 Map_star (const Mg3d &, const string &)
 Constructor from a formatted file.
 Map_star (const Mg3d &, FILE *)
 Constructor from a file (see sauve(FILE*) ).
virtual ~Map_star ()
 Destructor.
virtual const Map_af & mp_angu (int) const
 Returns the "angular" mapping for the outside of domain l_zone.
virtual void operator= (const Map_af &)
 Assignment to an affine mapping.
virtual void operator= (const Map_star &)
 Assignment to another Map_star.
const Valeur & get_alpha () const
 Returns the reference on the Tbl alpha.
const Valeur & get_beta () const
void set_alpha (const Tbl &alpha0, int l)
 Modifies the value of $\alpha$ in domain no. l.
void set_beta (const Tbl &beta0, int l)
void set_alpha (const Valeur &alpha0)
void set_beta (const Valeur &beta0)
virtual double val_r (int l, double xi, double theta, double pphi) const
 Returns the value of the radial coordinate r for a given $(\xi, \theta', \phi')$ in a given domain.
virtual void val_lx (double rr, double theta, double pphi, int &l, double &xi) const
 Computes the domain index l and the value of $\xi$ corresponding to a point given by its physical coordinates $(r, \theta, \phi)$.
virtual void val_lx (double rr, double theta, double pphi, const Param &par, int &l, double &xi) const
 Computes the domain index l and the value of $\xi$ corresponding to a point given by its physical coordinates $(r, \theta, \phi)$.
virtual double val_r_jk (int l, double xi, int j, int k) const
 Returns the value of the radial coordinate r for a given $\xi$ and a given collocation point in $(\theta', \phi')$ in a given domain.
virtual void val_lx_jk (double rr, int j, int k, const Param &par, int &l, double &xi) const
 Computes the domain index l and the value of $\xi$ corresponding to a point of arbitrary r but collocation values of $(\theta, \phi)$.
virtual bool operator== (const Map &) const
 Comparison operator (egality).
virtual void dsdr (const Scalar &ci, Scalar &resu) const
 Computes $\partial/ \partial r$ of a Scalar.
virtual void srstdsdp (const Scalar &, Scalar &) const
 Computes $1/(r\sin\theta) \partial/ \partial \phi$ of a Scalar.
virtual void srdsdt (const Scalar &, Scalar &) const
 Computes $1/r \partial/ \partial \theta$ of a Scalar.
virtual void dsdt (const Scalar &, Scalar &) const
 Computes $\partial/ \partial \theta$ of a Scalar .
virtual void stdsdp (const Scalar &, Scalar &) const
 Computes $1/\sin\theta \partial/ \partial \varphi$ of a Scalar .
virtual void sauve (FILE *) const
 Save in a file.
virtual void reevaluate (const Map *mp_prev, int nzet, Cmp &uu) const
 Recomputes the values of a Cmp at the collocation points after a change in the mapping.
virtual void reevaluate (const Map *mp_prev, int nzet, Scalar &uu) const
 Recomputes the values of a Scalar at the collocation points after a change in the mapping.
virtual void reevaluate_symy (const Map *mp_prev, int nzet, Cmp &uu) const
 Recomputes the values of a Cmp at the collocation points after a change in the mapping.
virtual void reevaluate_symy (const Map *mp_prev, int nzet, Scalar &uu) const
 Recomputes the values of a Scalar at the collocation points after a change in the mapping.
virtual void mult_r (Scalar &uu) const
 Multiplication by r of a Scalar, the dzpuis
of uu is not changed.
virtual void mult_r (Cmp &ci) const
 Multiplication by r of a Cmp.
virtual void mult_r_zec (Scalar &) const
 Multiplication by r (in the compactified external domain only) of a Scalar.
virtual void mult_rsint (Scalar &) const
 Multiplication by $r\sin\theta$ of a Scalar.
virtual void div_rsint (Scalar &) const
 Division by $r\sin\theta$ of a Scalar.
virtual void div_r (Scalar &) const
 Division by r of a Scalar.
virtual void div_r_zec (Scalar &) const
 Division by r (in the compactified external domain only) of a Scalar.
virtual void mult_cost (Scalar &) const
 Multiplication by $\cos\theta$ of a Scalar.
virtual void div_cost (Scalar &) const
 Division by $\cos\theta$ of a Scalar.
virtual void mult_sint (Scalar &) const
 Multiplication by $\sin\theta$ of a Scalar.
virtual void div_sint (Scalar &) const
 Division by $\sin\theta$ of a Scalar.
virtual void div_tant (Scalar &) const
 Division by $\tan\theta$ of a Scalar.
virtual void comp_x_from_spherical (const Scalar &v_r, const Scalar &v_theta, const Scalar &v_phi, Scalar &v_x) const
 Computes the Cartesian x component (with respect to bvect_cart) of a vector given by its spherical components with respect to bvect_spher.
virtual void comp_x_from_spherical (const Cmp &v_r, const Cmp &v_theta, const Cmp &v_phi, Cmp &v_x) const
 Cmp version
virtual void comp_y_from_spherical (const Scalar &v_r, const Scalar &v_theta, const Scalar &v_phi, Scalar &v_y) const
 Computes the Cartesian y component (with respect to bvect_cart ) of a vector given by its spherical components with respect to bvect_spher .
virtual void comp_y_from_spherical (const Cmp &v_r, const Cmp &v_theta, const Cmp &v_phi, Cmp &v_y) const
 Cmp version
virtual void comp_z_from_spherical (const Scalar &v_r, const Scalar &v_theta, Scalar &v_z) const
 Computes the Cartesian z component (with respect to bvect_cart ) of a vector given by its spherical components with respect to bvect_spher .
virtual void comp_z_from_spherical (const Cmp &v_r, const Cmp &v_theta, Cmp &v_z) const
 Cmp version
virtual void comp_r_from_cartesian (const Scalar &v_x, const Scalar &v_y, const Scalar &v_z, Scalar &v_r) const
 Computes the Spherical r component (with respect to bvect_spher ) of a vector given by its cartesian components with respect to bvect_cart .
virtual void comp_r_from_cartesian (const Cmp &v_x, const Cmp &v_y, const Cmp &v_z, Cmp &v_r) const
 Cmp version
virtual void comp_t_from_cartesian (const Scalar &v_x, const Scalar &v_y, const Scalar &v_z, Scalar &v_t) const
 Computes the Spherical $\theta$ component (with respect to bvect_spher ) of a vector given by its cartesian components with respect to bvect_cart .
virtual void comp_t_from_cartesian (const Cmp &v_x, const Cmp &v_y, const Cmp &v_z, Cmp &v_t) const
 Cmp version
virtual void comp_p_from_cartesian (const Scalar &v_x, const Scalar &v_y, Scalar &v_p) const
 Computes the Spherical $\phi$ component (with respect to bvect_spher ) of a vector given by its cartesian components with respect to bvect_cart .
virtual void comp_p_from_cartesian (const Cmp &v_x, const Cmp &v_y, Cmp &v_p) const
 Cmp version
virtual void dec_dzpuis (Scalar &) const
 Decreases by 1 the value of dzpuis of a Scalar and changes accordingly its values in the compactified external domain (CED).
virtual void dec2_dzpuis (Scalar &) const
 Decreases by 2 the value of dzpuis of a Scalar and changes accordingly its values in the
compactified external domain (CED).
virtual void inc_dzpuis (Scalar &) const
 Increases by 1 the value of dzpuis of a Scalar and changes accordingly its values in the
compactified external domain (CED).
virtual void inc2_dzpuis (Scalar &) const
 Increases by 2 the value of dzpuis of a Scalar and changes accordingly its values in the
compactified external domain (CED).
virtual void poisson_compact (const Cmp &source, const Cmp &aa, const Tenseur &bb, const Param &par, Cmp &psi) const
 Resolution of the elliptic equation $ a \Delta\psi + {\bf b} \cdot \nabla \psi = \sigma$ in the case where the stellar interior is covered by a single domain.
virtual void poisson_compact (int nzet, const Cmp &source, const Cmp &aa, const Tenseur &bb, const Param &par, Cmp &psi) const
 Resolution of the elliptic equation $ a \Delta\psi + {\bf b} \cdot \nabla \psi = \sigma$ in the case of a multidomain stellar interior.

Public Attributes

Coord xsr
 $\xi/R$ in the nucleus; \ 1/R in the non-compactified shells; \ $(\xi-1)/U$ in the compactified outer domain.
Coord dxdr
 $1/(\partial R/\partial\xi) = \partial \xi /\partial r$ in the nucleus and in the non-compactified shells; \ $-1/(\partial U/\partial\xi) = - \partial \xi /\partial u$ in the compactified outer domain.
Coord drdt
 $\partial R/\partial\theta'$ in the nucleus and in the non-compactified shells; \ $-\partial U/\partial\theta'$ in the compactified external domain (CED).
Coord stdrdp
 ${1\over\sin\theta} \partial R/\partial\varphi'$ in the nucleus and in the non-compactified shells; \ $-{1\over\sin\theta}\partial U/\partial\varphi'$ in the compactified external domain (CED).
Coord srdrdt
 $1/R \times (\partial R/\partial\theta')$ in the nucleus and in the non-compactified shells; \ $-1/U \times (\partial U/\partial\theta)$ in the compactified outer domain.
Coord srstdrdp
 $1/(R\sin\theta) \times (\partial R/\partial\varphi')$ in the nucleus and in the non-compactified shells; \ $-1/(U\sin\theta) \times (\partial U/\partial\varphi')$ in the compactified outer domain.
Coord sr2drdt
 $1/R^2 \times (\partial R/\partial\theta')$ in the nucleus and in the non-compactified shells; \ $-1/U^2 \times (\partial U/\partial\theta')$ in the compactified outer domain.
Coord sr2stdrdp
 $1/(R^2\sin\theta) \times (\partial R/\partial\varphi')$ in the nucleus and in the non-compactified shells; \ $-1/(U^2\sin\theta) \times (\partial U/\partial\varphi')$ in the compactified outer domain.
Coord d2rdx2
 $\partial^2 R/\partial\xi^2$ in the nucleus and in the non-compactified shells; \ $-\partial^2 U/\partial\xi^2 $ in the compactified outer domain.
Coord lapr_tp
 $1/R^2 \times [ 1/\sin(\theta)\times \partial /\partial\theta' (\sin\theta \partial R /\partial\theta') + 1/\sin^2\theta \partial^2 R /\partial{\varphi'}^2] $ in the nucleus and in the non-compactified shells; \ $- 1/U^2 \times [ 1/\sin(\theta)\times \partial /\partial\theta' (\sin\theta \partial U /\partial\theta') + 1/\sin^2\theta \partial^2 U /\partial{\varphi'}^2] $ in the compactified outer domain.
Coord d2rdtdx
 $\partial^2 R/\partial\xi\partial\theta'$ in the nucleus and in the non-compactified shells; \ $-\partial^2 U/\partial\xi\partial\theta'$ in the compactified outer domain.
Coord sstd2rdpdx
 $1/\sin\theta \times \partial^2 R/\partial\xi\partial\varphi'$ in the nucleus and in the non-compactified shells; \ $-1/\sin\theta \times \partial^2 U/\partial\xi\partial\varphi' $ in the compactified outer domain.
Coord sr2d2rdt2
 $1/R^2 \partial^2 R/\partial{\theta'}^2$ in the nucleus and in the non-compactified shells; \ $-1/U^2 \partial^2 U/\partial{\theta'}^2$ in the compactified outer domain.

Protected Member Functions

virtual void reset_coord ()
 Resets all the member Coords.

Private Member Functions

void set_coord ()
 Assignment of the building functions to the member Coords.
virtual ostream & operator>> (ostream &) const
 Operator >>.
virtual void homothetie (double)
virtual void resize (int, double)
 < Not implemented
virtual void adapt (const Cmp &, const Param &, int)
 < Not implemented
virtual void dsdr (const Cmp &, Cmp &) const
 < Not implemented
virtual void dsdxi (const Cmp &, Cmp &) const
 < Not implemented
virtual void dsdxi (const Scalar &, Scalar &) const
 < Not implemented
virtual void dsdradial (const Scalar &uu, Scalar &resu) const
 < Not implemented
virtual void srdsdt (const Cmp &, Cmp &) const
 < Not implemented
virtual void srstdsdp (const Cmp &, Cmp &) const
 < Not implemented
virtual void laplacien (const Scalar &, int, Scalar &) const
 < Not implemented
virtual void laplacien (const Cmp &, int, Cmp &) const
 < Not implemented
virtual void lapang (const Scalar &, Scalar &) const
 < Not implemented
virtual void primr (const Scalar &, Scalar &, bool) const
 < Not implemented
virtual Tbl * integrale (const Cmp &) const
 < Not implemented
virtual void poisson (const Cmp &, Param &, Cmp &) const
 < Not implemented
virtual void poisson_tau (const Cmp &, Param &, Cmp &) const
 < Not implemented
virtual void poisson_falloff (const Cmp &, Param &, Cmp &, int) const
 < Not implemented
virtual void poisson_ylm (const Cmp &, Param &, Cmp &, int, double *) const
 < Not implemented
virtual void poisson_regular (const Cmp &, int, int, double, Param &, Cmp &, Cmp &, Cmp &, Tenseur &, Cmp &, Cmp &) const
 < Not implemented
virtual void poisson_angu (const Scalar &, Param &, Scalar &, double=0) const
 < Not implemented
virtual void poisson_angu (const Cmp &, Param &, Cmp &, double=0) const
 < Not implemented
virtual Param * donne_para_poisson_vect (Param &, int) const
 < Not implemented
virtual void poisson_frontiere (const Cmp &, const Valeur &, int, int, Cmp &, double=0., double=0.) const
 < Not implemented
virtual void poisson_frontiere_double (const Cmp &, const Valeur &, const Valeur &, int, Cmp &) const
 < Not implemented
virtual void poisson_interne (const Cmp &, const Valeur &, Param &, Cmp &) const
 < Not implemented
virtual void poisson2d (const Cmp &, const Cmp &, Param &, Cmp &) const
 < Not implemented
virtual void dalembert (Param &, Scalar &, const Scalar &, const Scalar &, const Scalar &) const
 < Not implemented

Private Attributes

Valeur alpha
 Array (size: mg->nzone*Nt*Np ) of the values of $\alpha$ in each domain.
Valeur beta

Friends

Mtbl * map_star_fait_r (const Map *cvi)
 < Not implemented
Mtbl * map_star_fait_tet (const Map *cvi)
Mtbl * map_star_fait_phi (const Map *cvi)
Mtbl * map_star_fait_sint (const Map *cvi)
Mtbl * map_star_fait_cost (const Map *cvi)
Mtbl * map_star_fait_sinp (const Map *cvi)
Mtbl * map_star_fait_cosp (const Map *cvi)
Mtbl * map_star_fait_x (const Map *cvi)
Mtbl * map_star_fait_y (const Map *cvi)
Mtbl * map_star_fait_z (const Map *cvi)
Mtbl * map_star_fait_xa (const Map *cvi)
Mtbl * map_star_fait_ya (const Map *cvi)
Mtbl * map_star_fait_za (const Map *cvi)
Mtbl * map_star_fait_xsr (const Map *cvi)
Mtbl * map_star_fait_dxdr (const Map *cvi)
Mtbl * map_star_fait_drdt (const Map *cvi)
Mtbl * map_star_fait_stdrdp (const Map *cvi)
Mtbl * map_star_fait_srdrdt (const Map *cvi)
Mtbl * map_star_fait_srstdrdp (const Map *cvi)
Mtbl * map_star_fait_sr2drdt (const Map *cvi)
Mtbl * map_star_fait_sr2stdrdp (const Map *cvi)
Mtbl * map_star_fait_d2rdx2 (const Map *cvi)
Mtbl * map_star_fait_lapr_tp (const Map *cvi)
Mtbl * map_star_fait_d2rdtdx (const Map *cvi)
Mtbl * map_star_fait_sstd2rdpdx (const Map *cvi)
Mtbl * map_star_fait_sr2d2rdt2 (const Map *cvi)

Detailed Description

Definition at line 3917 of file map.h.

Constructor & Destructor Documentation

◆ Map_star() [1/5]

Lorene::Map_star::Map_star ( const Mg3d & mgrille,
const double * r_limits )

Standard Constructor.

Parameters
mgrille[input] Multi-domain grid on which the mapping is defined
r_limits[input] Array (size: Nt*Np ) (only 1 domain at the moment) of the value of r at the boundaries of the various domains :
  • r_limits[l,k,j] : outer boundary of the domain no. l in the angular direction j,k

Definition at line 52 of file map_star.C.

References alpha, Lorene::c_est_pas_fait(), and Lorene::Map_radial::Map_radial().

◆ Map_star() [2/5]

Lorene::Map_star::Map_star ( const Mg3d & mgrille,
const Tbl & r_limits )

Standard Constructor with Tbl.

Parameters
mgrille[input] Multi-domain grid on which the mapping is defined
r_limits[input] Array (size: Nt*Np ) (only 1 domain at the moment) of the value of r at the boundaries of the various domains :
  • r_limits[l,k,j] : outer boundary of the domain no. l in the angular direction j,k

Definition at line 59 of file map_star.C.

References alpha, Lorene::Map_radial::Map_radial(), and set_coord().

◆ Map_star() [3/5]

Lorene::Map_star::Map_star ( const Map_star & mp)

Copy constructor.

Definition at line 109 of file map_star.C.

References alpha, Lorene::Map_radial::Map_radial(), Map_star(), and set_coord().

◆ Map_star() [4/5]

Lorene::Map_star::Map_star ( const Mg3d & ,
const string &  )

Constructor from a formatted file.

References Lorene::Map(), and Map_star().

◆ Map_star() [5/5]

Lorene::Map_star::Map_star ( const Mg3d & mgi,
FILE * fd )

Constructor from a file (see sauve(FILE*) ).

Definition at line 118 of file map_star.C.

References alpha, Lorene::Map_radial::Map_radial(), and set_coord().

◆ ~Map_star()

Lorene::Map_star::~Map_star ( )
virtual

Destructor.

Definition at line 128 of file map_star.C.

Member Function Documentation

◆ adapt()

void Lorene::Map_star::adapt ( const Cmp & ,
const Param & ,
int  )
privatevirtual

< Not implemented

Definition at line 51 of file map_star_pas_fait.C.

◆ comp_p_from_cartesian() [1/2]

void Lorene::Map_radial::comp_p_from_cartesian ( const Cmp & v_x,
const Cmp & v_y,
Cmp & v_p ) const
virtualinherited

Cmp version

Definition at line 179 of file map_radial_comp_rtp.C.

References comp_p_from_cartesian().

◆ comp_p_from_cartesian() [2/2]

void Lorene::Map_radial::comp_p_from_cartesian ( const Scalar & v_x,
const Scalar & v_y,
Scalar & v_p ) const
virtualinherited

Computes the Spherical $\phi$ component (with respect to bvect_spher ) of a vector given by its cartesian components with respect to bvect_cart .

Parameters
v_x[input] x-component of the vector
v_y[input] y-component of the vector
v_p[output] $\phi$-component of the vector

Definition at line 186 of file map_radial_comp_rtp.C.

References Lorene::Scalar::check_dzpuis(), Lorene::Scalar::dz_nonzero(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_cp(), Lorene::Valeur::mult_sp(), and Lorene::Scalar::set_dzpuis().

◆ comp_r_from_cartesian() [1/2]

void Lorene::Map_radial::comp_r_from_cartesian ( const Cmp & v_x,
const Cmp & v_y,
const Cmp & v_z,
Cmp & v_r ) const
virtualinherited

Cmp version

Definition at line 68 of file map_radial_comp_rtp.C.

References comp_r_from_cartesian().

◆ comp_r_from_cartesian() [2/2]

void Lorene::Map_radial::comp_r_from_cartesian ( const Scalar & v_x,
const Scalar & v_y,
const Scalar & v_z,
Scalar & v_r ) const
virtualinherited

Computes the Spherical r component (with respect to bvect_spher ) of a vector given by its cartesian components with respect to bvect_cart .

Parameters
v_x[input] x-component of the vector
v_y[input] y-component of the vector
v_z[input] z-component of the vector
v_r[output] r -component of the vector

Definition at line 75 of file map_radial_comp_rtp.C.

References Lorene::Scalar::check_dzpuis(), Lorene::Scalar::dz_nonzero(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_cp(), Lorene::Valeur::mult_ct(), Lorene::Valeur::mult_sp(), Lorene::Valeur::mult_st(), and Lorene::Scalar::set_dzpuis().

◆ comp_t_from_cartesian() [1/2]

void Lorene::Map_radial::comp_t_from_cartesian ( const Cmp & v_x,
const Cmp & v_y,
const Cmp & v_z,
Cmp & v_t ) const
virtualinherited

Cmp version

Definition at line 124 of file map_radial_comp_rtp.C.

References comp_t_from_cartesian().

◆ comp_t_from_cartesian() [2/2]

void Lorene::Map_radial::comp_t_from_cartesian ( const Scalar & v_x,
const Scalar & v_y,
const Scalar & v_z,
Scalar & v_t ) const
virtualinherited

Computes the Spherical $\theta$ component (with respect to bvect_spher ) of a vector given by its cartesian components with respect to bvect_cart .

Parameters
v_x[input] x-component of the vector
v_y[input] y-component of the vector
v_z[input] z-component of the vector
v_t[output] $\theta$-component of the vector

Definition at line 131 of file map_radial_comp_rtp.C.

References Lorene::Scalar::check_dzpuis(), Lorene::Scalar::dz_nonzero(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_cp(), Lorene::Valeur::mult_ct(), Lorene::Valeur::mult_sp(), Lorene::Valeur::mult_st(), and Lorene::Scalar::set_dzpuis().

◆ comp_x_from_spherical() [1/2]

void Lorene::Map_radial::comp_x_from_spherical ( const Cmp & v_r,
const Cmp & v_theta,
const Cmp & v_phi,
Cmp & v_x ) const
virtualinherited

Cmp version

Definition at line 71 of file map_radial_comp_xyz.C.

References comp_x_from_spherical().

◆ comp_x_from_spherical() [2/2]

void Lorene::Map_radial::comp_x_from_spherical ( const Scalar & v_r,
const Scalar & v_theta,
const Scalar & v_phi,
Scalar & v_x ) const
virtualinherited

Computes the Cartesian x component (with respect to bvect_cart) of a vector given by its spherical components with respect to bvect_spher.

Parameters
v_r[input] r -component of the vector
v_theta[input] $\theta$-component of the vector
v_phi[input] $\phi$-component of the vector
v_x[output] x-component of the vector

Definition at line 79 of file map_radial_comp_xyz.C.

References Lorene::Scalar::check_dzpuis(), Lorene::Scalar::dz_nonzero(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_cp(), Lorene::Valeur::mult_ct(), Lorene::Valeur::mult_sp(), Lorene::Valeur::mult_st(), and Lorene::Scalar::set_dzpuis().

◆ comp_y_from_spherical() [1/2]

void Lorene::Map_radial::comp_y_from_spherical ( const Cmp & v_r,
const Cmp & v_theta,
const Cmp & v_phi,
Cmp & v_y ) const
virtualinherited

Cmp version

Definition at line 129 of file map_radial_comp_xyz.C.

References comp_y_from_spherical().

◆ comp_y_from_spherical() [2/2]

void Lorene::Map_radial::comp_y_from_spherical ( const Scalar & v_r,
const Scalar & v_theta,
const Scalar & v_phi,
Scalar & v_y ) const
virtualinherited

Computes the Cartesian y component (with respect to bvect_cart ) of a vector given by its spherical components with respect to bvect_spher .

Parameters
v_r[input] r -component of the vector
v_theta[input] $\theta$-component of the vector
v_phi[input] $\phi$-component of the vector
v_y[output] y-component of the vector

Definition at line 138 of file map_radial_comp_xyz.C.

References Lorene::Scalar::check_dzpuis(), Lorene::Scalar::dz_nonzero(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_cp(), Lorene::Valeur::mult_ct(), Lorene::Valeur::mult_sp(), Lorene::Valeur::mult_st(), and Lorene::Scalar::set_dzpuis().

◆ comp_z_from_spherical() [1/2]

void Lorene::Map_radial::comp_z_from_spherical ( const Cmp & v_r,
const Cmp & v_theta,
Cmp & v_z ) const
virtualinherited

Cmp version

Definition at line 187 of file map_radial_comp_xyz.C.

References comp_z_from_spherical().

◆ comp_z_from_spherical() [2/2]

void Lorene::Map_radial::comp_z_from_spherical ( const Scalar & v_r,
const Scalar & v_theta,
Scalar & v_z ) const
virtualinherited

Computes the Cartesian z component (with respect to bvect_cart ) of a vector given by its spherical components with respect to bvect_spher .

Parameters
v_r[input] r -component of the vector
v_theta[input] $\theta$-component of the vector
v_z[output] z-component of the vector

Definition at line 195 of file map_radial_comp_xyz.C.

References Lorene::Scalar::check_dzpuis(), Lorene::Scalar::dz_nonzero(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_ct(), Lorene::Valeur::mult_st(), and Lorene::Scalar::set_dzpuis().

◆ dalembert()

void Lorene::Map_star::dalembert ( Param & ,
Scalar & ,
const Scalar & ,
const Scalar & ,
const Scalar &  ) const
privatevirtual

< Not implemented

Definition at line 134 of file map_star_pas_fait.C.

◆ dec2_dzpuis()

void Lorene::Map_radial::dec2_dzpuis ( Scalar & ci) const
virtualinherited

Decreases by 2 the value of dzpuis of a Scalar and changes accordingly its values in the
compactified external domain (CED).

Definition at line 751 of file map_radial_r_manip.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult2_xm1_zec(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), and xsr.

◆ dec_dzpuis()

void Lorene::Map_radial::dec_dzpuis ( Scalar & ci) const
virtualinherited

Decreases by 1 the value of dzpuis of a Scalar and changes accordingly its values in the compactified external domain (CED).

Definition at line 646 of file map_radial_r_manip.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_xm1_zec(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), and xsr.

◆ div_cost()

void Lorene::Map_radial::div_cost ( Scalar & ci) const
virtualinherited

Division by $\cos\theta$ of a Scalar.

Definition at line 88 of file map_radial_th_manip.C.

References Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::scost(), Lorene::Scalar::set_etat_qcq(), and Lorene::Scalar::set_spectral_va().

◆ div_r()

void Lorene::Map_radial::div_r ( Scalar & ci) const
virtualinherited

Division by r of a Scalar.

Definition at line 517 of file map_radial_r_manip.C.

References Lorene::Scalar::annule(), Lorene::Tensor::annule_domain(), Lorene::Valeur::base, Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_x(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Valeur::sx(), and xsr.

◆ div_r_zec()

void Lorene::Map_radial::div_r_zec ( Scalar & uu) const
virtualinherited

Division by r (in the compactified external domain only) of a Scalar.

Definition at line 588 of file map_radial_r_manip.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_xm1_zec(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), and xsr.

◆ div_rsint()

void Lorene::Map_radial::div_rsint ( Scalar & ci) const
virtualinherited

Division by $r\sin\theta$ of a Scalar.

Definition at line 437 of file map_radial_r_manip.C.

References Lorene::Scalar::annule(), Lorene::Tensor::annule_domain(), Lorene::Valeur::base, Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_x(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Valeur::ssint(), Lorene::Valeur::sx(), and xsr.

◆ div_sint()

void Lorene::Map_radial::div_sint ( Scalar & ci) const
virtualinherited

Division by $\sin\theta$ of a Scalar.

Definition at line 136 of file map_radial_th_manip.C.

References Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), and Lorene::Valeur::ssint().

◆ div_tant()

void Lorene::Map_radial::div_tant ( Scalar & ci) const
virtualinherited

Division by $\tan\theta$ of a Scalar.

Definition at line 161 of file map_radial_th_manip.C.

References Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_ct(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), and Lorene::Valeur::ssint().

◆ donne_para_poisson_vect()

Param * Lorene::Map_star::donne_para_poisson_vect ( Param & ,
int  ) const
privatevirtual

< Not implemented

Definition at line 113 of file map_star_pas_fait.C.

◆ dsdr() [1/2]

void Lorene::Map_star::dsdr ( const Cmp & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 55 of file map_star_pas_fait.C.

◆ dsdr() [2/2]

void Lorene::Map_star::dsdr ( const Scalar & ci,
Scalar & resu ) const
virtual

Computes $\partial/ \partial r$ of a Scalar.

Note that in the compactified external domain (CED), it computes $-\partial/ \partial u = r^2 \partial/ \partial r$.

Parameters
ci[input] field to consider
resu[output] derivative of ci

Definition at line 39 of file map_star_deriv.C.

References Lorene::Valeur::annule(), Lorene::Tensor::annule_domain(), Lorene::Valeur::coef(), Lorene::Valeur::dsdx(), Lorene::Map_radial::dxdr, Lorene::Valeur::get_base(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_xm1_zec(), Lorene::Valeur::set(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_zero(), Lorene::Scalar::set_spectral_base(), and Lorene::Scalar::set_spectral_va().

◆ dsdradial()

void Lorene::Map_star::dsdradial ( const Scalar & uu,
Scalar & resu ) const
privatevirtual

< Not implemented

Definition at line 154 of file map_star_pas_fait.C.

◆ dsdt()

void Lorene::Map_star::dsdt ( const Scalar & ci,
Scalar & resu ) const
virtual

Computes $\partial/ \partial \theta$ of a Scalar .

Parameters
uu[input] scalar field
resu[output] derivative of uu

Definition at line 231 of file map_star_deriv.C.

References Lorene::Map_radial::drdt, Lorene::Valeur::dsdt(), Lorene::Valeur::dsdx(), Lorene::Map_radial::dxdr, Lorene::Valeur::get_base(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::set_base(), Lorene::Scalar::set_dzpuis(), and Lorene::Scalar::set_etat_zero().

◆ dsdxi() [1/2]

void Lorene::Map_star::dsdxi ( const Cmp & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 59 of file map_star_pas_fait.C.

◆ dsdxi() [2/2]

void Lorene::Map_star::dsdxi ( const Scalar & ,
Scalar &  ) const
privatevirtual

< Not implemented

Definition at line 63 of file map_star_pas_fait.C.

◆ get_alpha()

const Valeur & Lorene::Map_star::get_alpha ( ) const

Returns the reference on the Tbl alpha.

Definition at line 237 of file map_star.C.

References alpha.

◆ get_beta()

const Valeur & Lorene::Map_star::get_beta ( ) const

Definition at line 240 of file map_star.C.

◆ homothetie()

void Lorene::Map_star::homothetie ( double )
privatevirtual

Definition at line 43 of file map_star_pas_fait.C.

◆ inc2_dzpuis()

void Lorene::Map_radial::inc2_dzpuis ( Scalar & ci) const
virtualinherited

Increases by 2 the value of dzpuis of a Scalar and changes accordingly its values in the
compactified external domain (CED).

Definition at line 802 of file map_radial_r_manip.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Valeur::sxm1_zec(), and xsr.

◆ inc_dzpuis()

void Lorene::Map_radial::inc_dzpuis ( Scalar & ci) const
virtualinherited

Increases by 1 the value of dzpuis of a Scalar and changes accordingly its values in the
compactified external domain (CED).

Definition at line 699 of file map_radial_r_manip.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Valeur::sxm1_zec(), and xsr.

◆ integrale()

Tbl * Lorene::Map_star::integrale ( const Cmp & ) const
privatevirtual

< Not implemented

Definition at line 87 of file map_star_pas_fait.C.

◆ lapang()

void Lorene::Map_star::lapang ( const Scalar & ,
Scalar &  ) const
privatevirtual

< Not implemented

Definition at line 83 of file map_star_pas_fait.C.

◆ laplacien() [1/2]

void Lorene::Map_star::laplacien ( const Cmp & ,
int ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 75 of file map_star_pas_fait.C.

◆ laplacien() [2/2]

void Lorene::Map_star::laplacien ( const Scalar & ,
int ,
Scalar &  ) const
privatevirtual

< Not implemented

Definition at line 79 of file map_star_pas_fait.C.

◆ mp_angu()

const Map_af & Lorene::Map_star::mp_angu ( int ) const
virtual

Returns the "angular" mapping for the outside of domain l_zone.

Valid only for the class Map_af.

Definition at line 138 of file map_star_pas_fait.C.

◆ mult_cost()

void Lorene::Map_radial::mult_cost ( Scalar & ci) const
virtualinherited

Multiplication by $\cos\theta$ of a Scalar.

Definition at line 64 of file map_radial_th_manip.C.

References Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_ct(), Lorene::Scalar::set_etat_qcq(), and Lorene::Scalar::set_spectral_va().

◆ mult_r() [1/2]

void Lorene::Map_radial::mult_r ( Cmp & ci) const
virtualinherited

Multiplication by r of a Cmp.

In the CED, there is only a decrement of dzpuis

Definition at line 222 of file map_radial_r_manip.C.

References Lorene::Cmp::annule(), Lorene::Valeur::base, Lorene::Cmp::get_dzpuis(), Lorene::Cmp::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_x(), Lorene::Cmp::set_dzpuis(), Lorene::Cmp::va, and xsr.

◆ mult_r() [2/2]

void Lorene::Map_radial::mult_r ( Scalar & uu) const
virtualinherited

Multiplication by r of a Scalar, the dzpuis
of uu is not changed.

Definition at line 147 of file map_radial_r_manip.C.

References Lorene::Scalar::annule(), Lorene::Tensor::annule_domain(), Lorene::Valeur::base, Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_x(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Valeur::sxm1_zec(), and xsr.

◆ mult_r_zec()

void Lorene::Map_radial::mult_r_zec ( Scalar & ci) const
virtualinherited

Multiplication by r (in the compactified external domain only) of a Scalar.

Definition at line 299 of file map_radial_r_manip.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Valeur::sxm1_zec(), and xsr.

◆ mult_rsint()

void Lorene::Map_radial::mult_rsint ( Scalar & ci) const
virtualinherited

Multiplication by $r\sin\theta$ of a Scalar.

Definition at line 358 of file map_radial_r_manip.C.

References Lorene::Scalar::annule(), Lorene::Tensor::annule_domain(), Lorene::Valeur::base, Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_st(), Lorene::Valeur::mult_x(), Lorene::Scalar::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Valeur::sxm1_zec(), and xsr.

◆ mult_sint()

void Lorene::Map_radial::mult_sint ( Scalar & ci) const
virtualinherited

Multiplication by $\sin\theta$ of a Scalar.

Definition at line 112 of file map_radial_th_manip.C.

References Lorene::Scalar::get_etat(), Lorene::Valeur::get_mg(), Lorene::Valeur::mult_st(), Lorene::Scalar::set_etat_qcq(), and Lorene::Scalar::set_spectral_va().

◆ operator=() [1/2]

void Lorene::Map_star::operator= ( const Map_af & mpi)
virtual

Assignment to an affine mapping.

Implements Lorene::Map_radial.

Definition at line 155 of file map_star.C.

References Lorene::c_est_pas_fait().

◆ operator=() [2/2]

void Lorene::Map_star::operator= ( const Map_star & mpi)
virtual

Assignment to another Map_star.

Definition at line 139 of file map_star.C.

References alpha, Map_star(), Lorene::Map_radial::reset_coord(), Lorene::set_ori(), and Lorene::set_rot_phi().

◆ operator==()

bool Lorene::Map_star::operator== ( const Map & mpi) const
virtual

Comparison operator (egality).

Implements Lorene::Map_radial.

Definition at line 201 of file map_star.C.

References Lorene::abs(), alpha, Lorene::bvect_cart, Lorene::bvect_spher, Lorene::Map(), Map_star(), and Lorene::max().

◆ operator>>()

ostream & Lorene::Map_star::operator>> ( ostream & ost) const
privatevirtual

Operator >>.

Definition at line 261 of file map_star.C.

References alpha, Lorene::phi, Lorene::r, Lorene::tet, and val_r().

◆ poisson()

void Lorene::Map_star::poisson ( const Cmp & ,
Param & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 92 of file map_star_pas_fait.C.

◆ poisson2d()

void Lorene::Map_star::poisson2d ( const Cmp & ,
const Cmp & ,
Param & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 130 of file map_star_pas_fait.C.

◆ poisson_angu() [1/2]

void Lorene::Map_star::poisson_angu ( const Cmp & ,
Param & ,
Cmp & ,
double = 0 ) const
privatevirtual

< Not implemented

Definition at line 109 of file map_star_pas_fait.C.

◆ poisson_angu() [2/2]

void Lorene::Map_star::poisson_angu ( const Scalar & ,
Param & ,
Scalar & ,
double = 0 ) const
privatevirtual

< Not implemented

Definition at line 105 of file map_star_pas_fait.C.

◆ poisson_compact() [1/2]

void Lorene::Map_radial::poisson_compact ( const Cmp & source,
const Cmp & aa,
const Tenseur & bb,
const Param & par,
Cmp & psi ) const
virtualinherited

Resolution of the elliptic equation $ a \Delta\psi + {\bf b} \cdot \nabla \psi = \sigma$ in the case where the stellar interior is covered by a single domain.

Parameters
source[input] source $\sigma$ of the above equation
aa[input] factor a in the above equation
bb[input] vector b in the above equation
par[input/output] parameters of the iterative method of resolution : \ par.get_int(0) : [input] maximum number of iterations \ par.get_double(0) : [input] required precision: the iterative method is stopped as soon as the relative difference between $\psi^J$ and $\psi^{J-1}$ is greater than par.get_double(0) \ par.get_double(1) : [input] relaxation parameter $\lambda$ \ par.get_int_mod(0) : [output] number of iterations actually used to get the solution.
psi[input/output]: input : previously computed value of $\psi$ to start the iteration (if nothing is known a priori, psi must be set to zero); output: solution $\psi$ which satisfies $\psi(0)=0$.

Definition at line 158 of file map_radial_poisson_cpt.C.

References Lorene::Cmp::annule(), Lorene::bvect_spher, Lorene::Valeur::c_cf, Lorene::Valeur::coef(), Lorene::Valeur::d2sdx2(), Lorene::diffrel(), Lorene::Cmp::dsdr(), Lorene::Valeur::dsdx(), dxdr, Lorene::Param::get_double(), Lorene::Cmp::get_etat(), Lorene::Tenseur::get_etat(), Lorene::Param::get_int(), Lorene::Param::get_int_mod(), Lorene::Cmp::get_mp(), Lorene::Tenseur::get_mp(), Lorene::Tenseur::get_triad(), Lorene::Valeur::lapang(), Lorene::Cmp::laplacien(), Lorene::max(), Lorene::min(), Lorene::Valeur::mult_x(), Lorene::Cmp::set_etat_qcq(), Lorene::Cmp::set_etat_zero(), Lorene::Cmp::srdsdt(), Lorene::Cmp::srstdsdp(), Lorene::Valeur::std_base_scal(), Lorene::Valeur::sx(), Lorene::Cmp::va, Lorene::Valeur::ylm(), and Lorene::Valeur::ylm_i().

◆ poisson_compact() [2/2]

void Lorene::Map_radial::poisson_compact ( int nzet,
const Cmp & source,
const Cmp & aa,
const Tenseur & bb,
const Param & par,
Cmp & psi ) const
virtualinherited

Resolution of the elliptic equation $ a \Delta\psi + {\bf b} \cdot \nabla \psi = \sigma$ in the case of a multidomain stellar interior.

Parameters
nzet[input] number of domains covering the stellar interior
source[input] source $\sigma$ of the above equation
aa[input] factor a in the above equation
bb[input] vector b in the above equation
par[input/output] possible parameters to control the resolution of the equation. See the actual implementation in the derived class of Map for documentation.
psi[input/output] solution $\psi$ which satisfies $\psi(0)=0$.

Definition at line 456 of file map_radial_poisson_cpt.C.

References Lorene::Cmp::annule(), Lorene::Mtbl::annule_hard(), Lorene::Tbl::annule_hard(), Lorene::bvect_spher, Lorene::Valeur::c_cf, Lorene::Valeur::coef(), Lorene::diffrel(), Lorene::Cmp::dsdr(), Lorene::Map_af::dsdr(), Lorene::Param::get_double(), Lorene::Cmp::get_etat(), Lorene::Tenseur::get_etat(), Lorene::Param::get_int(), Lorene::Param::get_int_mod(), Lorene::Cmp::get_mp(), Lorene::Tenseur::get_mp(), Lorene::Tenseur::get_triad(), Lorene::Cmp::laplacien(), Lorene::Map_af::laplacien(), Lorene::max(), Lorene::min(), poisson_compact(), Lorene::Mtbl::set(), Lorene::Tbl::set(), Lorene::Cmp::set_etat_qcq(), Lorene::Cmp::set_etat_zero(), Lorene::Cmp::srdsdt(), Lorene::Cmp::srstdsdp(), Lorene::Valeur::std_base_scal(), Lorene::Tbl::t, Lorene::Cmp::va, Lorene::Valeur::ylm(), and Lorene::Valeur::ylm_i().

◆ poisson_falloff()

void Lorene::Map_star::poisson_falloff ( const Cmp & ,
Param & ,
Cmp & ,
int  ) const
privatevirtual

< Not implemented

Definition at line 146 of file map_star_pas_fait.C.

◆ poisson_frontiere()

void Lorene::Map_star::poisson_frontiere ( const Cmp & ,
const Valeur & ,
int ,
int ,
Cmp & ,
double = 0.,
double = 0. ) const
privatevirtual

< Not implemented

Definition at line 118 of file map_star_pas_fait.C.

◆ poisson_frontiere_double()

void Lorene::Map_star::poisson_frontiere_double ( const Cmp & ,
const Valeur & ,
const Valeur & ,
int ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 122 of file map_star_pas_fait.C.

◆ poisson_interne()

void Lorene::Map_star::poisson_interne ( const Cmp & ,
const Valeur & ,
Param & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 126 of file map_star_pas_fait.C.

◆ poisson_regular()

void Lorene::Map_star::poisson_regular ( const Cmp & ,
int ,
int ,
double ,
Param & ,
Cmp & ,
Cmp & ,
Cmp & ,
Tenseur & ,
Cmp & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 100 of file map_star_pas_fait.C.

◆ poisson_tau()

void Lorene::Map_star::poisson_tau ( const Cmp & ,
Param & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 96 of file map_star_pas_fait.C.

◆ poisson_ylm()

void Lorene::Map_star::poisson_ylm ( const Cmp & ,
Param & ,
Cmp & ,
int ,
double *  ) const
privatevirtual

< Not implemented

Definition at line 150 of file map_star_pas_fait.C.

◆ primr()

void Lorene::Map_star::primr ( const Scalar & ,
Scalar & ,
bool  ) const
privatevirtual

< Not implemented

Definition at line 142 of file map_star_pas_fait.C.

◆ reevaluate() [1/2]

void Lorene::Map_radial::reevaluate ( const Map * mp_prev,
int nzet,
Cmp & uu ) const
virtualinherited

Recomputes the values of a Cmp at the collocation points after a change in the mapping.

Parameters
mp_prev[input] Previous value of the mapping.
nzet[input] Number of domains where the computation must be done: the computation is performed for the domains of index $0\le {\tt l} \le {\tt nzet-1}$; uu is set to zero in the other domains.
uu[input/output] input : Cmp previously computed on the mapping *mp_prev ; ouput : values of (logically) the same Cmp at the grid points defined by *this.

Definition at line 64 of file map_radial_reevaluate.C.

References Lorene::Param::add_double(), Lorene::Param::add_int(), Lorene::Param::add_int_mod(), Lorene::Cmp::annule(), Lorene::Cmp::get_dzpuis(), Lorene::Cmp::get_etat(), Lorene::Cmp::get_mp(), Lorene::Map(), Map_radial(), Lorene::r, Lorene::Mtbl::set_etat_qcq(), Lorene::Tbl::set_etat_qcq(), Lorene::Mtbl::t, Lorene::Cmp::va, val_lx_jk(), and Lorene::Mtbl_cf::val_point_jk().

◆ reevaluate() [2/2]

void Lorene::Map_radial::reevaluate ( const Map * mp_prev,
int nzet,
Scalar & uu ) const
virtualinherited

Recomputes the values of a Scalar at the collocation points after a change in the mapping.

Parameters
mp_prev[input] Previous value of the mapping.
nzet[input] Number of domains where the computation must be done: the computation is performed for the domains of index $0\le {\tt l} \le {\tt nzet-1}$; uu is set to zero in the other domains.
uu[input/output] input : Scalar previously computed on the mapping *mp_prev ; ouput : values of (logically) the same Scalar at the grid points defined by *this.

Definition at line 179 of file map_radial_reevaluate.C.

References Lorene::Param::add_double(), Lorene::Param::add_int(), Lorene::Param::add_int_mod(), Lorene::Scalar::annule(), Lorene::Valeur::coef(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Map(), Map_radial(), Lorene::r, Lorene::Valeur::set_etat_c_qcq(), Lorene::Mtbl::set_etat_qcq(), Lorene::Tbl::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Mtbl::t, val_lx_jk(), and Lorene::Mtbl_cf::val_point_jk().

◆ reevaluate_symy() [1/2]

void Lorene::Map_radial::reevaluate_symy ( const Map * mp_prev,
int nzet,
Cmp & uu ) const
virtualinherited

Recomputes the values of a Cmp at the collocation points after a change in the mapping.

Case where the Cmp is symmetric with respect to the plane y=0.

Parameters
mp_prev[input] Previous value of the mapping.
nzet[input] Number of domains where the computation must be done: the computation is performed for the domains of index $0\le {\tt l} \le {\tt nzet-1}$; uu is set to zero in the other domains.
uu[input/output] input : Cmp previously computed on the mapping *mp_prev ; ouput : values of (logically) the same Cmp at the grid points defined by *this.

Definition at line 65 of file map_radial_reeval_symy.C.

References Lorene::Param::add_double(), Lorene::Param::add_int(), Lorene::Param::add_int_mod(), Lorene::Cmp::annule(), Lorene::Cmp::get_dzpuis(), Lorene::Cmp::get_etat(), Lorene::Cmp::get_mp(), Lorene::Map(), Map_radial(), Lorene::r, Lorene::Mtbl::set_etat_qcq(), Lorene::Tbl::set_etat_qcq(), Lorene::Mtbl::t, Lorene::Cmp::va, val_lx_jk(), and Lorene::Mtbl_cf::val_point_jk_symy().

◆ reevaluate_symy() [2/2]

void Lorene::Map_radial::reevaluate_symy ( const Map * mp_prev,
int nzet,
Scalar & uu ) const
virtualinherited

Recomputes the values of a Scalar at the collocation points after a change in the mapping.

Case where the Scalar is symmetric with respect to the plane y=0.

Parameters
mp_prev[input] Previous value of the mapping.
nzet[input] Number of domains where the computation must be done: the computation is performed for the domains of index $0\le {\tt l} \le {\tt nzet-1}$; uu is set to zero in the other domains.
uu[input/output] input : Scalar previously computed on the mapping *mp_prev ; ouput : values of (logically) the same Scalar at the grid points defined by *this.

Definition at line 199 of file map_radial_reeval_symy.C.

References Lorene::Param::add_double(), Lorene::Param::add_int(), Lorene::Param::add_int_mod(), Lorene::Scalar::annule(), Lorene::Valeur::coef(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Map(), Map_radial(), Lorene::r, Lorene::Valeur::set_etat_c_qcq(), Lorene::Mtbl::set_etat_qcq(), Lorene::Tbl::set_etat_qcq(), Lorene::Scalar::set_spectral_va(), Lorene::Mtbl::t, val_lx_jk(), and Lorene::Mtbl_cf::val_point_jk_symy().

◆ reset_coord()

void Lorene::Map_radial::reset_coord ( )
protectedvirtualinherited

Resets all the member Coords.

Reimplemented in Lorene::Map_et.

Definition at line 129 of file map_radial.C.

References d2rdtdx, d2rdx2, drdt, dxdr, lapr_tp, sr2d2rdt2, sr2drdt, sr2stdrdp, srdrdt, srstdrdp, sstd2rdpdx, stdrdp, and xsr.

◆ resize()

void Lorene::Map_star::resize ( int ,
double  )
privatevirtual

< Not implemented

Definition at line 47 of file map_star_pas_fait.C.

◆ sauve()

void Lorene::Map_star::sauve ( FILE * fd) const
virtual

Save in a file.

Reimplemented from Lorene::Map_radial.

Definition at line 248 of file map_star.C.

References alpha, and Lorene::Map_radial::sauve().

◆ set_alpha()

void Lorene::Map_star::set_alpha ( const Tbl & alpha0,
int l )

Modifies the value of $\alpha$ in domain no. l.

Definition at line 307 of file map_star.C.

References alpha, and Lorene::Map_radial::reset_coord().

◆ set_beta()

void Lorene::Map_star::set_beta ( const Tbl & beta0,
int l )

Definition at line 324 of file map_star.C.

◆ set_coord()

void Lorene::Map_star::set_coord ( )
private

Assignment of the building functions to the member Coords.

Definition at line 165 of file map_star.C.

References Lorene::cosp, Lorene::cost, Lorene::Map_radial::d2rdtdx, Lorene::Map_radial::d2rdx2, Lorene::Map_radial::drdt, Lorene::Map_radial::dxdr, Lorene::Map_radial::lapr_tp, map_star_fait_r, Lorene::phi, Lorene::r, Lorene::sinp, Lorene::sint, Lorene::Map_radial::sr2d2rdt2, Lorene::Map_radial::sr2drdt, Lorene::Map_radial::sr2stdrdp, Lorene::Map_radial::srdrdt, Lorene::Map_radial::srstdrdp, Lorene::Map_radial::sstd2rdpdx, Lorene::Map_radial::stdrdp, Lorene::tet, Lorene::x, Lorene::xa, Lorene::Map_radial::xsr, Lorene::y, Lorene::ya, Lorene::z, and Lorene::za.

◆ srdsdt() [1/2]

void Lorene::Map_star::srdsdt ( const Cmp & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 67 of file map_star_pas_fait.C.

◆ srdsdt() [2/2]

void Lorene::Map_star::srdsdt ( const Scalar & uu,
Scalar & resu ) const
virtual

Computes $1/r \partial/ \partial \theta$ of a Scalar.

Note that in the compactified external domain (CED), the dzpuis flag of the output is 2 if the input has dzpuis = 0, and is increased by 1 in other cases.

Parameters
uu[input] field to consider
resu[output] derivative of uu

Definition at line 271 of file map_star_deriv.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Valeur::coef(), Lorene::Valeur::dsdt(), Lorene::Valeur::dsdx(), Lorene::Map_radial::dxdr, Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_x(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_zero(), Lorene::Map_radial::srdrdt, Lorene::Valeur::sx(), and Lorene::Map_radial::xsr.

◆ srstdsdp() [1/2]

void Lorene::Map_star::srstdsdp ( const Cmp & ,
Cmp &  ) const
privatevirtual

< Not implemented

Definition at line 71 of file map_star_pas_fait.C.

◆ srstdsdp() [2/2]

void Lorene::Map_star::srstdsdp ( const Scalar & uu,
Scalar & resu ) const
virtual

Computes $1/(r\sin\theta) \partial/ \partial \phi$ of a Scalar.

Note that in the compactified external domain (CED), the dzpuis flag of the output is 2 if the input has dzpuis = 0, and is increased by 1 in other cases.

Parameters
uu[input] field to consider
resu[output] derivative of uu

Definition at line 140 of file map_star_deriv.C.

References Lorene::Valeur::annule(), Lorene::Valeur::base, Lorene::Valeur::coef(), Lorene::Valeur::dsdp(), Lorene::Valeur::dsdx(), Lorene::Map_radial::dxdr, Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::mult_x(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_zero(), Lorene::Map_radial::srstdrdp, Lorene::Valeur::ssint(), Lorene::Valeur::sx(), and Lorene::Map_radial::xsr.

◆ stdsdp()

void Lorene::Map_star::stdsdp ( const Scalar & ci,
Scalar & resu ) const
virtual

Computes $1/\sin\theta \partial/ \partial \varphi$ of a Scalar .

Parameters
uu[input] scalar field
resu[output] derivative of uu

Definition at line 95 of file map_star_deriv.C.

References Lorene::Valeur::dsdx(), Lorene::Map_radial::dxdr, Lorene::Valeur::get_base(), Lorene::Scalar::get_dzpuis(), Lorene::Scalar::get_etat(), Lorene::Tensor::get_mp(), Lorene::Scalar::get_spectral_va(), Lorene::Valeur::set_base(), Lorene::Scalar::set_dzpuis(), Lorene::Scalar::set_etat_zero(), Lorene::Map_radial::stdrdp, and Lorene::Valeur::stdsdp().

◆ val_lx() [1/2]

void Lorene::Map_star::val_lx ( double rr,
double theta,
double pphi,
const Param & par,
int & l,
double & xi ) const
virtual

Computes the domain index l and the value of $\xi$ corresponding to a point given by its physical coordinates $(r, \theta, \phi)$.

Parameters
rr[input] value of r
theta[input] value of $\theta$
pphi[input] value of $\phi$
par[] unused by the Map_star version
l[output] value of the domain index
xi[output] value of $\xi$

Definition at line 160 of file map_star_radius.C.

References Lorene::phi, and val_lx().

◆ val_lx() [2/2]

void Lorene::Map_star::val_lx ( double rr,
double theta,
double pphi,
int & l,
double & xi ) const
virtual

Computes the domain index l and the value of $\xi$ corresponding to a point given by its physical coordinates $(r, \theta, \phi)$.

Parameters
rr[input] value of r
theta[input] value of $\theta$
pphi[input] value of $\phi$
l[output] value of the domain index
xi[output] value of $\xi$

Definition at line 82 of file map_star_radius.C.

References alpha.

◆ val_lx_jk()

void Lorene::Map_star::val_lx_jk ( double rr,
int j,
int k,
const Param & par,
int & l,
double & xi ) const
virtual

Computes the domain index l and the value of $\xi$ corresponding to a point of arbitrary r but collocation values of $(\theta, \phi)$.

Parameters
rr[input] value of r
j[input] index of the collocation point in $\theta$
k[input] index of the collocation point in $\phi$
par[] unused by the Map_star version
l[output] value of the domain index
xi[output] value of $\xi$

Implements Lorene::Map_radial.

Definition at line 183 of file map_star_radius.C.

References Lorene::phi, Lorene::tet, and val_lx().

◆ val_r()

double Lorene::Map_star::val_r ( int l,
double xi,
double theta,
double pphi ) const
virtual

Returns the value of the radial coordinate r for a given $(\xi, \theta', \phi')$ in a given domain.

Parameters
l[input] index of the domain
xi[input] value of $\xi$
theta[input] value of $\theta'$
pphi[input] value of $\phi'$
Returns
value of $r=R_l(\xi, \theta', \phi')$

Definition at line 43 of file map_star_radius.C.

References alpha.

◆ val_r_jk()

double Lorene::Map_star::val_r_jk ( int l,
double xi,
int j,
int k ) const
virtual

Returns the value of the radial coordinate r for a given $\xi$ and a given collocation point in $(\theta', \phi')$ in a given domain.

Parameters
l[input] index of the domain
xi[input] value of $\xi$
j[input] index of the collocation point in $\theta'$
k[input] index of the collocation point in $\phi'$
Returns
value of $r=R_l(\xi, {\theta'}_j, {\phi'}_k)$

Implements Lorene::Map_radial.

Definition at line 173 of file map_star_radius.C.

References Lorene::phi, Lorene::tet, and val_r().

◆ map_star_fait_cosp

Mtbl * map_star_fait_cosp ( const Map * cvi)
friend

Definition at line 425 of file map_star_fait.C.

◆ map_star_fait_cost

Mtbl * map_star_fait_cost ( const Map * cvi)
friend

Definition at line 357 of file map_star_fait.C.

◆ map_star_fait_d2rdtdx

Mtbl * map_star_fait_d2rdtdx ( const Map * cvi)
friend

Definition at line 1148 of file map_star_fait.C.

◆ map_star_fait_d2rdx2

Mtbl * map_star_fait_d2rdx2 ( const Map * cvi)
friend

Definition at line 1054 of file map_star_fait.C.

◆ map_star_fait_drdt

Mtbl * map_star_fait_drdt ( const Map * cvi)
friend

Definition at line 607 of file map_star_fait.C.

◆ map_star_fait_dxdr

Mtbl * map_star_fait_dxdr ( const Map * cvi)
friend

Definition at line 543 of file map_star_fait.C.

◆ map_star_fait_lapr_tp

Mtbl * map_star_fait_lapr_tp ( const Map * cvi)
friend

Definition at line 1072 of file map_star_fait.C.

◆ map_star_fait_phi

Mtbl * map_star_fait_phi ( const Map * cvi)
friend

Definition at line 151 of file map_star_fait.C.

◆ map_star_fait_r

Mtbl * map_star_fait_r ( const Map * cvi)
friend

< Not implemented

Definition at line 43 of file map_star_fait.C.

References alpha, get_alpha(), Lorene::Mg3d::get_grille3d(), Lorene::Mg3d::get_np(), Lorene::Mg3d::get_nr(), Lorene::Mg3d::get_nt(), Lorene::Mg3d::get_nzone(), Lorene::Mg3d::get_type_r(), Lorene::Map(), Map_star(), map_star_fait_r, Lorene::Mtbl::set_etat_qcq(), Lorene::Tbl::set_etat_qcq(), Lorene::Mtbl::t, Lorene::Tbl::t, and Lorene::Grille3d::x.

◆ map_star_fait_sinp

Mtbl * map_star_fait_sinp ( const Map * cvi)
friend

Definition at line 391 of file map_star_fait.C.

◆ map_star_fait_sint

Mtbl * map_star_fait_sint ( const Map * cvi)
friend

Definition at line 323 of file map_star_fait.C.

◆ map_star_fait_sr2d2rdt2

Mtbl * map_star_fait_sr2d2rdt2 ( const Map * cvi)
friend

Definition at line 1290 of file map_star_fait.C.

◆ map_star_fait_sr2drdt

Mtbl * map_star_fait_sr2drdt ( const Map * cvi)
friend

Definition at line 910 of file map_star_fait.C.

◆ map_star_fait_sr2stdrdp

Mtbl * map_star_fait_sr2stdrdp ( const Map * cvi)
friend

Definition at line 982 of file map_star_fait.C.

◆ map_star_fait_srdrdt

Mtbl * map_star_fait_srdrdt ( const Map * cvi)
friend

Definition at line 752 of file map_star_fait.C.

◆ map_star_fait_srstdrdp

Mtbl * map_star_fait_srstdrdp ( const Map * cvi)
friend

Definition at line 831 of file map_star_fait.C.

◆ map_star_fait_sstd2rdpdx

Mtbl * map_star_fait_sstd2rdpdx ( const Map * cvi)
friend

Definition at line 1218 of file map_star_fait.C.

◆ map_star_fait_stdrdp

Mtbl * map_star_fait_stdrdp ( const Map * cvi)
friend

Definition at line 679 of file map_star_fait.C.

◆ map_star_fait_tet

Mtbl * map_star_fait_tet ( const Map * cvi)
friend

Definition at line 113 of file map_star_fait.C.

◆ map_star_fait_x

Mtbl * map_star_fait_x ( const Map * cvi)
friend

Definition at line 189 of file map_star_fait.C.

◆ map_star_fait_xa

Mtbl * map_star_fait_xa ( const Map * cvi)
friend

Definition at line 243 of file map_star_fait.C.

◆ map_star_fait_xsr

Mtbl * map_star_fait_xsr ( const Map * cvi)
friend

Definition at line 465 of file map_star_fait.C.

◆ map_star_fait_y

Mtbl * map_star_fait_y ( const Map * cvi)
friend

Definition at line 207 of file map_star_fait.C.

◆ map_star_fait_ya

Mtbl * map_star_fait_ya ( const Map * cvi)
friend

Definition at line 273 of file map_star_fait.C.

◆ map_star_fait_z

Mtbl * map_star_fait_z ( const Map * cvi)
friend

Definition at line 225 of file map_star_fait.C.

◆ map_star_fait_za

Mtbl * map_star_fait_za ( const Map * cvi)
friend

Definition at line 303 of file map_star_fait.C.

Member Data Documentation

◆ alpha

Valeur Lorene::Map_star::alpha
private

Array (size: mg->nzone*Nt*Np ) of the values of $\alpha$ in each domain.

Definition at line 3924 of file map.h.

◆ beta

Valeur Lorene::Map_star::beta
private

Definition at line 3925 of file map.h.

◆ d2rdtdx

Coord Lorene::Map_radial::d2rdtdx
inherited

$\partial^2 R/\partial\xi\partial\theta'$ in the nucleus and in the non-compactified shells; \ $-\partial^2 U/\partial\xi\partial\theta'$ in the compactified outer domain.

Definition at line 1655 of file map.h.

◆ d2rdx2

Coord Lorene::Map_radial::d2rdx2
inherited

$\partial^2 R/\partial\xi^2$ in the nucleus and in the non-compactified shells; \ $-\partial^2 U/\partial\xi^2 $ in the compactified outer domain.

Definition at line 1634 of file map.h.

◆ drdt

Coord Lorene::Map_radial::drdt
inherited

$\partial R/\partial\theta'$ in the nucleus and in the non-compactified shells; \ $-\partial U/\partial\theta'$ in the compactified external domain (CED).

Definition at line 1583 of file map.h.

◆ dxdr

Coord Lorene::Map_radial::dxdr
inherited

$1/(\partial R/\partial\xi) = \partial \xi /\partial r$ in the nucleus and in the non-compactified shells; \ $-1/(\partial U/\partial\xi) = - \partial \xi /\partial u$ in the compactified outer domain.

Definition at line 1575 of file map.h.

◆ lapr_tp

Coord Lorene::Map_radial::lapr_tp
inherited

$1/R^2 \times [ 1/\sin(\theta)\times \partial /\partial\theta' (\sin\theta \partial R /\partial\theta') + 1/\sin^2\theta \partial^2 R /\partial{\varphi'}^2] $ in the nucleus and in the non-compactified shells; \ $- 1/U^2 \times [ 1/\sin(\theta)\times \partial /\partial\theta' (\sin\theta \partial U /\partial\theta') + 1/\sin^2\theta \partial^2 U /\partial{\varphi'}^2] $ in the compactified outer domain.

Definition at line 1646 of file map.h.

◆ sr2d2rdt2

Coord Lorene::Map_radial::sr2d2rdt2
inherited

$1/R^2 \partial^2 R/\partial{\theta'}^2$ in the nucleus and in the non-compactified shells; \ $-1/U^2 \partial^2 U/\partial{\theta'}^2$ in the compactified outer domain.

Definition at line 1672 of file map.h.

◆ sr2drdt

Coord Lorene::Map_radial::sr2drdt
inherited

$1/R^2 \times (\partial R/\partial\theta')$ in the nucleus and in the non-compactified shells; \ $-1/U^2 \times (\partial U/\partial\theta')$ in the compactified outer domain.

Definition at line 1615 of file map.h.

◆ sr2stdrdp

Coord Lorene::Map_radial::sr2stdrdp
inherited

$1/(R^2\sin\theta) \times (\partial R/\partial\varphi')$ in the nucleus and in the non-compactified shells; \ $-1/(U^2\sin\theta) \times (\partial U/\partial\varphi')$ in the compactified outer domain.

Definition at line 1623 of file map.h.

◆ srdrdt

Coord Lorene::Map_radial::srdrdt
inherited

$1/R \times (\partial R/\partial\theta')$ in the nucleus and in the non-compactified shells; \ $-1/U \times (\partial U/\partial\theta)$ in the compactified outer domain.

Definition at line 1599 of file map.h.

◆ srstdrdp

Coord Lorene::Map_radial::srstdrdp
inherited

$1/(R\sin\theta) \times (\partial R/\partial\varphi')$ in the nucleus and in the non-compactified shells; \ $-1/(U\sin\theta) \times (\partial U/\partial\varphi')$ in the compactified outer domain.

Definition at line 1607 of file map.h.

◆ sstd2rdpdx

Coord Lorene::Map_radial::sstd2rdpdx
inherited

$1/\sin\theta \times \partial^2 R/\partial\xi\partial\varphi'$ in the nucleus and in the non-compactified shells; \ $-1/\sin\theta \times \partial^2 U/\partial\xi\partial\varphi' $ in the compactified outer domain.

Definition at line 1663 of file map.h.

◆ stdrdp

Coord Lorene::Map_radial::stdrdp
inherited

${1\over\sin\theta} \partial R/\partial\varphi'$ in the nucleus and in the non-compactified shells; \ $-{1\over\sin\theta}\partial U/\partial\varphi'$ in the compactified external domain (CED).

Definition at line 1591 of file map.h.

◆ xsr

Coord Lorene::Map_radial::xsr
inherited

$\xi/R$ in the nucleus; \ 1/R in the non-compactified shells; \ $(\xi-1)/U$ in the compactified outer domain.

Definition at line 1564 of file map.h.

The documentation for this class was generated from the following files: