The conformal longitudinal operator applied to the shift vector minus the time derivative of the conformal metric, squared and divided by the square of the lapse: $\frac{1}{α^{2}} ((\bar{L} β)^{i j} - {\bar{u}}^{i j}) ((\bar{L} β)_{i j} - {\bar{u}}_{i j})$ . More...

#include <Tags.hpp>

Public Types
using	type = Scalar< DataType >

Detailed Description

template<typename DataType>
struct Xcts::Tags::LongitudinalShiftMinusDtConformalMetricOverLapseSquare< DataType >

The conformal longitudinal operator applied to the shift vector minus the time derivative of the conformal metric, squared and divided by the square of the lapse: $\frac{1}{α^{2}} ((\bar{L} β)^{i j} - {\bar{u}}^{i j}) ((\bar{L} β)_{i j} - {\bar{u}}_{i j})$ .

The documentation for this struct was generated from the following file:

src/Elliptic/Systems/Xcts/Tags.hpp

Public Types

Detailed Description