LORENE
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Functions | |
void | des_coupe_vect_x (const Tenseur &vv, double x0, double scale, double sizefl, int nzdes, const char *title=0x0, const Cmp *defsurf=0x0, double zoom=1.2, bool draw_bound=true, int ny=20, int nz=20) |
Plots a vector field in a plane X=constant. More... | |
void | des_coupe_vect_x (const Tenseur &vv, double x0, double scale, double sizefl, double y_min, double y_max, double z_min, double z_max, const char *title=0x0, const Cmp *defsurf=0x0, bool draw_bound=true, int ny=20, int nz=20) |
Plots a vector field in a plane X=constant within a specified graphic window. More... | |
void | des_coupe_vect_y (const Tenseur &vv, double y0, double scale, double sizefl, int nzdes, const char *title=0x0, const Cmp *defsurf=0x0, double zoom=1.2, bool draw_bound=true, int nx=20, int nz=20) |
Plots a vector field in a plane Y=constant. More... | |
void | des_coupe_vect_y (const Tenseur &vv, double y0, double scale, double sizefl, double x_min, double x_max, double z_min, double z_max, const char *title=0x0, const Cmp *defsurf=0x0, bool draw_bound=true, int nx=20, int nz=20) |
Plots a vector field in a plane Y=constant within a specified graphic window. More... | |
void | des_coupe_vect_z (const Tenseur &vv, double z0, double scale, double sizefl, int nzdes, const char *title=0x0, const Cmp *defsurf=0x0, double zoom=1.2, bool draw_bound=true, int nx=20, int ny=20) |
Plots a vector field in a plane Z=constant. More... | |
void | des_coupe_vect_z (const Tenseur &vv, double z0, double scale, double sizefl, double x_min, double x_max, double y_min, double y_max, const char *title=0x0, const Cmp *defsurf=0x0, bool draw_bound=true, int nx=20, int ny=20) |
Plots a vector field in a plane Z=constant within a specified graphic window. More... | |
void | des_vect_bin_x (const Tenseur &vv1, const Tenseur &vv2, double x0, double scale, double sizefl, double y_min, double y_max, double z_min, double z_max, const char *title, const Cmp *defsurf1=0x0, const Cmp *defsurf2=0x0, bool draw_bound=true, int ny=20, int nz=20) |
Plots the sum of two vectors in a plane X=constant. More... | |
void | des_vect_bin_y (const Tenseur &vv1, const Tenseur &vv2, double x0, double scale, double sizefl, double x_min, double x_max, double z_min, double z_max, const char *title, const Cmp *defsurf1=0x0, const Cmp *defsurf2=0x0, bool draw_bound=true, int nx=20, int nz=20) |
Plots the sum of two vectors in a plane Y=constant. More... | |
void | des_vect_bin_z (const Tenseur &vv1, const Tenseur &vv2, double x0, double scale, double sizefl, double x_min, double x_max, double y_min, double y_max, const char *title, const Cmp *defsurf1=0x0, const Cmp *defsurf2=0x0, bool draw_bound=true, int nx=20, int ny=20) |
Plots the sum of two vectors in a plane Z=constant. More... | |
()
void des_coupe_vect_x | ( | const Tenseur & | vv, |
double | x0, | ||
double | scale, | ||
double | sizefl, | ||
int | nzdes, | ||
const char * | title = 0x0 , |
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const Cmp * | defsurf = 0x0 , |
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double | zoom = 1.2 , |
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bool | draw_bound = true , |
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int | ny = 20 , |
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int | nz = 20 |
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) |
Plots a vector field in a plane X=constant.
X is the Cartesian coordinate relative to the absolute frame.
vv | [input] vector field to be drawn |
x0 | [input] value of the coordinate X which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
nzdes | [input] number of domains for which the plot is performed: the size of the graphic window is determined so that the nzdes innermost domains fit in it (for zoom = 1.) |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf | [input] pointer on a Cmp giving the definition of the surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
zoom | [input] Factor by which the size of the graphic window (determined from the size of the nzdes innermost domains) is multiplied (default value = 1.2) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
ny | [input] number of points in the Y direction (default value = 20) |
nz | [input] number of points in the Z direction (default value = 20) |
void des_coupe_vect_x | ( | const Tenseur & | vv, |
double | x0, | ||
double | scale, | ||
double | sizefl, | ||
double | y_min, | ||
double | y_max, | ||
double | z_min, | ||
double | z_max, | ||
const char * | title = 0x0 , |
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const Cmp * | defsurf = 0x0 , |
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bool | draw_bound = true , |
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int | ny = 20 , |
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int | nz = 20 |
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) |
Plots a vector field in a plane X=constant within a specified graphic window.
X is the Cartesian coordinate relative to the absolute frame.
vv | [input] vector field to be drawn |
x0 | [input] value of the coordinate X which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
y_min | [input] lowest value of absol. coord. Y |
y_max | [input] highest value of absol. coord. Y |
z_min | [input] lowest value of absol. coord. Z |
z_max | [input] highest value of absol. coord. Z |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf | [input] pointer on a Cmp giving the definition of the surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
ny | [input] number of points in the Y direction (default value = 20) |
nz | [input] number of points in the Z direction (default value = 20) |
void des_coupe_vect_y | ( | const Tenseur & | vv, |
double | y0, | ||
double | scale, | ||
double | sizefl, | ||
int | nzdes, | ||
const char * | title = 0x0 , |
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const Cmp * | defsurf = 0x0 , |
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double | zoom = 1.2 , |
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bool | draw_bound = true , |
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int | nx = 20 , |
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int | nz = 20 |
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) |
Plots a vector field in a plane Y=constant.
Y is the Cartesian coordinate relative to the absolute frame.
vv | [input] vector field to be drawn |
y0 | [input] value of the coordinate Y which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
nzdes | [input] number of domains for which the plot is performed: the size of the graphic window is determined so that the nzdes innermost domains fit in it (for zoom = 1.) |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf | [input] pointer on a Cmp giving the definition of the surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
zoom | [input] Factor by which the size of the graphic window (determined from the size of the nzdes innermost domains) is multiplied (default value = 1.2) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
nx | [input] number of points in the X direction (default value = 20) |
nz | [input] number of points in the Z direction (default value = 20) |
void des_coupe_vect_y | ( | const Tenseur & | vv, |
double | y0, | ||
double | scale, | ||
double | sizefl, | ||
double | x_min, | ||
double | x_max, | ||
double | z_min, | ||
double | z_max, | ||
const char * | title = 0x0 , |
||
const Cmp * | defsurf = 0x0 , |
||
bool | draw_bound = true , |
||
int | nx = 20 , |
||
int | nz = 20 |
||
) |
Plots a vector field in a plane Y=constant within a specified graphic window.
Y is the Cartesian coordinate relative to the absolute frame.
vv | [input] vector field to be drawn |
y0 | [input] value of the coordinate Y which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
x_min | [input] lowest value of absol. coord. X |
x_max | [input] highest value of absol. coord. X |
z_min | [input] lowest value of absol. coord. Z |
z_max | [input] highest value of absol. coord. Z |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf | [input] pointer on a Cmp giving the definition of the surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
nx | [input] number of points in the X direction (default value = 20) |
nz | [input] number of points in the Z direction (default value = 20) |
void des_coupe_vect_z | ( | const Tenseur & | vv, |
double | z0, | ||
double | scale, | ||
double | sizefl, | ||
int | nzdes, | ||
const char * | title = 0x0 , |
||
const Cmp * | defsurf = 0x0 , |
||
double | zoom = 1.2 , |
||
bool | draw_bound = true , |
||
int | nx = 20 , |
||
int | ny = 20 |
||
) |
Plots a vector field in a plane Z=constant.
Z is the Cartesian coordinate relative to the absolute frame.
vv | [input] vector field to be drawn |
z0 | [input] value of the coordinate Y which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
nzdes | [input] number of domains for which the plot is performed: the size of the graphic window is determined so that the nzdes innermost domains fit in it (for zoom = 1.) |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf | [input] pointer on a Cmp giving the definition of the surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
zoom | [input] Factor by which the size of the graphic window (determined from the size of the nzdes innermost domains) is multiplied (default value = 1.2) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
nx | [input] number of points in the X direction (default value = 20) |
ny | [input] number of points in the Y direction (default value = 20) |
void des_coupe_vect_z | ( | const Tenseur & | vv, |
double | z0, | ||
double | scale, | ||
double | sizefl, | ||
double | x_min, | ||
double | x_max, | ||
double | y_min, | ||
double | y_max, | ||
const char * | title = 0x0 , |
||
const Cmp * | defsurf = 0x0 , |
||
bool | draw_bound = true , |
||
int | nx = 20 , |
||
int | ny = 20 |
||
) |
Plots a vector field in a plane Z=constant within a specified graphic window.
Z is the Cartesian coordinate relative to the absolute frame.
vv | [input] vector field to be drawn |
z0 | [input] value of the coordinate Z which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
x_min | [input] lowest value of absol. coord. X |
x_max | [input] highest value of absol. coord. X |
y_min | [input] lowest value of absol. coord. Y |
y_max | [input] highest value of absol. coord. Y |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf | [input] pointer on a Cmp giving the definition of the surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
nx | [input] number of points in the X direction (default value = 20) |
ny | [input] number of points in the Y direction (default value = 20) |
void des_vect_bin_x | ( | const Tenseur & | vv1, |
const Tenseur & | vv2, | ||
double | x0, | ||
double | scale, | ||
double | sizefl, | ||
double | y_min, | ||
double | y_max, | ||
double | z_min, | ||
double | z_max, | ||
const char * | title, | ||
const Cmp * | defsurf1 = 0x0 , |
||
const Cmp * | defsurf2 = 0x0 , |
||
bool | draw_bound = true , |
||
int | ny = 20 , |
||
int | nz = 20 |
||
) |
Plots the sum of two vectors in a plane X=constant.
X is the Cartesian coordinate relative to the absolute frame.
vv1 | [input] first vector to define the field vv1 + vv2 to be drawn. |
vv2 | [input] second vector to define the field vv1 + vv2 to be drawn. |
x0 | [input] value of the coordinate X which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
y_min | [input] lowest value of absol. coord. Y |
y_max | [input] highest value of absol. coord. Y |
z_min | [input] lowest value of absol. coord. Z |
z_max | [input] highest value of absol. coord. Z |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf1 | [input] pointer on a Cmp giving the definition of the first surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
defsurf2 | [input] pointer on a Cmp giving the definition of the second surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
ny | [input] number of points in the Y direction (default value = 20) |
nz | [input] number of points in the Z direction (default value = 20) |
void des_vect_bin_y | ( | const Tenseur & | vv1, |
const Tenseur & | vv2, | ||
double | x0, | ||
double | scale, | ||
double | sizefl, | ||
double | x_min, | ||
double | x_max, | ||
double | z_min, | ||
double | z_max, | ||
const char * | title, | ||
const Cmp * | defsurf1 = 0x0 , |
||
const Cmp * | defsurf2 = 0x0 , |
||
bool | draw_bound = true , |
||
int | nx = 20 , |
||
int | nz = 20 |
||
) |
Plots the sum of two vectors in a plane Y=constant.
Y is the Cartesian coordinate relative to the absolute frame.
vv1 | [input] first vector to define the field vv1 + vv2 to be drawn. |
vv2 | [input] second vector to define the field vv1 + vv2 to be drawn. |
y0 | [input] value of the coordinate Y which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
x_min | [input] lowest value of absol. coord. X |
x_max | [input] highest value of absol. coord. X |
z_min | [input] lowest value of absol. coord. Z |
z_max | [input] highest value of absol. coord. Z |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf1 | [input] pointer on a Cmp giving the definition of the first surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
defsurf2 | [input] pointer on a Cmp giving the definition of the second surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
nx | [input] number of points in the X direction (default value = 20) |
nz | [input] number of points in the Z direction (default value = 20) |
void des_vect_bin_z | ( | const Tenseur & | vv1, |
const Tenseur & | vv2, | ||
double | x0, | ||
double | scale, | ||
double | sizefl, | ||
double | x_min, | ||
double | x_max, | ||
double | y_min, | ||
double | y_max, | ||
const char * | title, | ||
const Cmp * | defsurf1 = 0x0 , |
||
const Cmp * | defsurf2 = 0x0 , |
||
bool | draw_bound = true , |
||
int | nx = 20 , |
||
int | ny = 20 |
||
) |
Plots the sum of two vectors in a plane Z=constant.
Z is the Cartesian coordinate relative to the absolute frame.
vv1 | [input] first vector to define the field vv1 + vv2 to be drawn. |
vv2 | [input] second vector to define the field vv1 + vv2 to be drawn. |
z0 | [input] value of the coordinate Z which defines the plane of the drawing |
scale | [input] controls the length of the drawn arrows; if scale is negative, the length is determined automatically by the routine: scale = -1 : max. length = step of the rectangular grid scale = -2 : max. length = 2* step of the rectangular grid etc... |
sizefl | [input] size of the arrows extremities (standard value: 1) |
x_min | [input] lowest value of absol. coord. X |
x_max | [input] highest value of absol. coord. X |
y_min | [input] lowest value of absol. coord. Y |
y_max | [input] highest value of absol. coord. Y |
title | [input] title of the figure (default value = 0x0, corresponds to no title) |
defsurf1 | [input] pointer on a Cmp giving the definition of the first surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
defsurf2 | [input] pointer on a Cmp giving the definition of the second surface: the surface is defined as the location where this Cmp vanishes (default value = 0x0, corresponds to no surface plot) |
draw_bound | [input] true for drawing the boundaries of the various domains (default value = true) |
nx | [input] number of points in the X direction (default value = 20) |
ny | [input] number of points in the Y direction (default value = 20) |