hyperion.densities.BipolarCavity¶

class
hyperion.densities.
BipolarCavity
(theta_0=None, power=None, r_0=None, rho_0=None, rho_exp=0.0, cap_to_envelope_density=False, dust=None)¶ This class implements the density structure for a bipolar cavity in an envelope, with a density given by:
inside a volume defined by two parabolic surfaces with halfopening angle
theta_0
atr_0
.Once the
BipolarCavity
class has been instantiated, the parameters for the density structure can be set via attributes:>>> from hyperion.densities.bipolar_cavity import BipolarCavity >>> cavity = BipolarCavity() >>> cavity.theta_0 = 10. >>> cavity.power = 0.
In most cases however, you should not have to instantiate a BipolarCavity class directly, but instead you should use the
add_bipolar_cavity
method on the Envelope classes (see for exampleUlrichEnvelope
orPowerLawEnvelope
classes).Attributes
r_0
radius at which theta_0
andrho_0
are defined (cm)theta_0
Cavity halfopening angle at r_0
rho_0
density at r_0
(g/cm^3)power
Power of the cavity shape rho_exp
density powerlaw exponent dust
dust properties (filename or dust object) Methods
density
(grid)Return the density grid mask
(grid)Compute the shape of the bipolar cavity. Methods (detail)

density
(grid)¶ Return the density grid
Parameters:  grid :
SphericalPolarGrid
orCylindricalPolarGrid
instance. The spherical or cylindrical polar grid object containing information about the position of the grid cells.
Returns:  rho : np.ndarray
A 3dimensional array containing the density of the bipolar cavity inside each cell. The shape of this array is the same as
grid.shape
.
 grid :

mask
(grid)¶ Compute the shape of the bipolar cavity.
Parameters:  grid :
SphericalPolarGrid
orCylindricalPolarGrid
instance. The spherical or cylindrical polar grid object containing information about the position of the grid cells.
Returns:  mask : np.ndarray
A 3dimensional booleand array indicating whether we are inside or outside the bipolar cavity (True is inside). The shape of this array is the same as
grid.shape
.
 grid :
