sfepy.physics.radial_mesh module

class sfepy.physics.radial_mesh.ExplicitRadialMesh(coors)[source]
get_coors()[source]
get_index(r)[source]
get_midpoint_mesh(to=None)[source]
get_mixing(r)[source]
get_parent_mesh()[source]
get_r(index)[source]
interpolate(potential, r)[source]
last_point()[source]
shape
size
slice(x, y)[source]
sparse_vector(vector)[source]
class sfepy.physics.radial_mesh.RadialHyperbolicMesh(jm, ap=None, size=None, from_zero=False)[source]
size = None
class sfepy.physics.radial_mesh.RadialMesh[source]

Radial mesh.

dot(vector_a, vector_b, norm='spherical')[source]

\int f(r) g(r) r^2 dr

integrate(vector, norm)[source]

\int f(r) r^2 dr

interpolate_3d(potential, coors, centre=None)[source]
intervals()[source]
linear_integral(vector, from_zero=False)[source]

a_n = \int_{r_0}^{r_n} f(r) dr

from_zero starts to integrate from zero, instead of starting between the first two points

linear_integrate(vector)[source]

\int f(r) dr

static merge(meshes)[source]
norm(vector, norm='spherical')[source]
output_vector(vector, filename=None)[source]
plot(vector, cmd='plot')[source]
class sfepy.physics.radial_mesh.RadialVector(mesh, values=None)[source]
derivatives(radial=True)[source]
extrapolated_derivatives(at=None, precision=0.0001, attempts=10)[source]
extrapolated_values(at=None, precision=0.0001, grade=10, attempts=10)[source]
static from_file(file)[source]
get_coors()[source]
get_extrapolated(precision=0.0001, grade=10, attempts=10)[source]
integrate(precision=0.0001)[source]
interpolate(x)[source]
interpolate_3d(coors, centre=(0, 0, 0))[source]
linear_derivatives()[source]
linear_integral(from_zero=False)[source]
linear_integrate()[source]
output_vector(filename=None)[source]
plot()[source]
pretty(values)[source]
running_mean()[source]
slice(x, y)[source]
static sparse_merge(vectors)[source]
to_file(filename=None)[source]