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Dilaton-Axion: LNRF isn't Minkowski #52
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* julia formatting * bugfixes in tetrad + new basis function * formatting and clean * LNRF test Also removed Dilaton-Axion from tests (see issue #52). * lnrf tests and correct domain * use correct analytic expressions * divide flux by time * energy bin size * allow type to be inferred * switch default solver + inference * revert to Tsit5 since other default too noisy * slightly altered api * update exports * fix tetrad tests * voronoi disc profile stores geodesic points as well * julia formatting * source-to-disc flux model * formatting * bump version * typo fixes, includes, and exports
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* julia formatting * bugfixes in tetrad + new basis function * formatting and clean * LNRF test Also removed Dilaton-Axion from tests (see issue #52). * lnrf tests and correct domain * use correct analytic expressions * divide flux by time * energy bin size * allow type to be inferred * switch default solver + inference * revert to Tsit5 since other default too noisy * slightly altered api * update exports * fix tetrad tests * voronoi disc profile stores geodesic points as well * julia formatting * source-to-disc flux model * formatting * bump version * typo fixes, includes, and exports
This is still the case even after #210, but when Beta is 0, everything succeeds. It could be that, because we're within the ISCO and beta is non zero, the poloidal components of the velocity are violating some assumption in the LNRF calculation? Perhaps the order of orthonormalisation needs to change? |
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Labels
bug
Something isn't working
geometry
Relating to a geometrical problem
needs investigating
A deeper look is required.
theory
Related to mathematical theory
Opening an issue so I remember to address this later: when using the (forthcoming) LNRF calculator, the tests for the Dilaton-Axion metric fail, since
is not Minkowski. We have the correct signature, but it seems to be in the wrong order?
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