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Add BoostVelocity option to ShapeMap #6363
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Some questions about angles that I have to think about a bit 🤔
struct BoostVelocity { | ||
using type = std::array<double, 3>; | ||
static constexpr Options::String help = { | ||
"Boost velocity to transform horizon with in Cartesian Kerr-Schild " |
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Fix sentence
@@ -17,9 +17,10 @@ template <typename DataType> | |||
Scalar<DataType> kerr_horizon_radius( | |||
const std::array<DataType, 2>& theta_phi, const double mass, | |||
const std::array<double, 3>& dimensionless_spin) { |
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Take the boost velocity as an argument here as well, can't hurt
*/ | ||
template <typename DataType> | ||
Scalar<DataType> kerr_schild_radius_from_boyer_lindquist( | ||
const double boyer_lindquist_radius, | ||
const std::array<DataType, 2>& theta_phi, double mass, | ||
const std::array<double, 3>& dimensionless_spin); | ||
const std::array<double, 3>& dimensionless_spin, | ||
const std::array<double, 3>& boost_velocity); |
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Default this to zero, then you don't have to change some places where you call this function with zero boost.
1.0 / (1.0 - (square(boost_velocity_x) + square(boost_velocity_y) + | ||
square(boost_velocity_z))); | ||
|
||
Scalar<DataType> unboosted_kerr_schild_radius = |
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Move this up and return it directly if the boost is zero.
Scalar<DataVector> boosted_radius = Scalar<DataVector>{ | ||
sqrt(square(get<0>(boosted_coords)) + square(get<1>(boosted_coords)) + | ||
square(get<2>(boosted_coords)))}; |
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magnitude(boosted_coords)
// Boosted horizon should be equivalent to applying Lorentz transformation | ||
// on unboosted coordinates. | ||
CHECK_ITERABLE_APPROX( | ||
kerr_schild_radius_from_boyer_lindquist(r_plus, theta_phi, mass, |
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Maybe I have to think about this more, but I am confused about angles. The angles passed in here should be in the boosted frame I think. So these should be the angles you get when you transform the boosted Cartesian coords to polar coords.
* Kerr-Schild coordinates and find that the boosted Kerr-Schild radius \f$r'\f$ | ||
* as a function of angles satisfies | ||
* \f[ | ||
* r'^2 = r^2 (1 + \gamma^2 \left( \beta_x\cos\phi\sin\theta + |
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Are these angles in the boosted or unboosted frame? I think they should be in the boosted frame (see comment in the test below).
Proposed changes
Allows for boosted Kerr horizons in ShapeMap by adding a
boost_velocity
argument togr::Solutions::kerr_schild_radius_from_boyer_lindquist
. The previously returned Kerr-Schild radius is now Lorentz boosted before being returned. The new input optionBoostVelocity
, which takes an array of three doubles, has been added toShapeMap
.Code review checklist
make doc
to generate the documentation locally intoBUILD_DIR/docs/html
.Then open
index.html
.code review guide.
bugfix
ornew feature
if appropriate.