Transit light-curve models#
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PyORBIT provides two main families of transit models. The models described in
this page use one orbital ephemeris for each planet: the period P and one
reference time of inferior conjunction Tc define all the predicted transits as
Tc + N * P.
Use these models when the transit times are assumed to follow a linear ephemeris, or when the timing deviations are not part of the fit. If each transit must have its own fitted mid-time, use the TTV models documented in Transit models for TTV measurements.
Planet setup#
For a standard transit fit, define the planet as a transiting planet by enabling the time of inferior conjunction:
1planet_b:
2 common: planets
3 orbit: circular
4 parametrization: Eastman2013
5 use_time_inferior_conjunction: True
With this option the planet common object exposes Tc as the epoch parameter.
If it is not enabled, PyORBIT uses the orbital longitude parametrization and
derives the inferior-conjunction time internally.
The transit shape is controlled by the usual planet, stellar and limb-darkening parameters:
Parameter |
Scope |
Meaning |
|---|---|---|
|
planet common |
Orbital period. |
|
planet common |
Reference time of inferior conjunction. |
|
planet common |
Planet-to-star radius ratio. |
|
planet common |
Impact parameter or inclination, depending on the planet setup. |
|
planet/star common |
Scaled semi-major axis, or the stellar density used to compute it. |
|
planet common |
Eccentricity and argument of periastron, or the selected eccentricity parametrization. |
limb-darkening coefficients |
limb-darkening common |
Coefficients used by the selected limb-darkening law. |
Available models#
Model name |
Backend |
Use case |
|---|---|---|
|
|
Standard transit model with one linear ephemeris per planet. |
|
|
Standard transit model using the PyTransit backend. It uses the RoadRunner model by default when available. |
|
|
Same linear ephemeris, but with a different |
|
|
Transit, secondary eclipse and phase-curve model with the same planetary ephemeris. |
|
|
Dynamical transit model. Transit times are predicted by the dynamical model, not fitted as independent TTV parameters. |
The aliases subset_batman_transit_rprs and
batman_transit_secondary_phasecurve are accepted for the corresponding
specialized models.
Minimal examples#
A standard batman transit model:
1lc_model:
2 model: batman_transit
3 planets: [b]
4 limb_darkening: ld_quadratic
5 supersample_factor: 5
6 exposure_time: 0.02043365
The equivalent PyTransit setup:
1lc_model:
2 model: pytransit_transit
3 planets: [b]
4 limb_darkening: ld_quadratic
5 use_roadrunner: True
The dataset using the model can then be declared in the usual way:
1input:
2 LCdata:
3 file: lightcurve.dat
4 kind: Phot
5 models:
6 - lc_model
Radius-ratio subsets#
Use batman_transit_rprs_subset when all subsets share the same ephemeris and
orbital shape, but each subset needs its own radius ratio. The input dataset
must include a subset column, and PyORBIT creates parameters such as R_Rs_0,
R_Rs_1, and so on for the active subset identifiers.
1lc_model:
2 model: batman_transit_rprs_subset
3 planets: [b]
4 limb_darkening: ld_quadratic
This is useful for multi-band or multi-instrument light curves where the
transit depth can change, but the timing is still described by a single
P and Tc.
Secondary eclipse and phase curve#
Use batman_transit_eclipse_phasecurve when the same planetary ephemeris must
also describe a secondary eclipse and a phase curve. In addition to the transit
parameters, the model uses the dataset-level eclipse and phase-curve parameters
delta_occ and phase_amp, and the planet-level phase offset phase_off when
enabled.
1phasecurve_model:
2 model: batman_transit_eclipse_phasecurve
3 planets: [b]
4 limb_darkening: ld_quadratic
5 nightside_emission: True
6 phase_offset: True
Choose the TTV models instead when the goal is to measure an independent mid-transit time for each observed transit.