Structure to store metric at various points the signal manifold.
We store the diagonalized metric together with the angle theta between the \(\tau_0\)-axis and the semi-major axis of the ambiguity ellipse.
Definition at line 233 of file LALInspiralBank.h.
Data Fields | |
REAL8 | G00 |
00-component of the metric in \((\tau_0,\tau_{2(3)})\) coordinates More... | |
REAL8 | G11 |
11-component of the metric in \((\tau_0,\tau_{2(3)})\) coordinates More... | |
REAL8 | G01 |
01-component of the metric in \((\tau_0,\tau_{2(3)})\) coordinates More... | |
REAL8 | g00 |
00-component of the diagonalised metric More... | |
REAL8 | g11 |
11-component of the diagonalised metric More... | |
REAL8 | theta |
Angle from tau0 to semi-major axis of the ellipse. More... | |
REAL4 | Gamma [10] |
3d metric co-efficients in \((t_C, \tau_0,\tau_{2(3)})\) coordinates; Gamma[6] is a vector that stores the upper triangular part of the metric in the space of parameters; For time domain searches, Gamma[0,...,5] stores the following information : Gamma[0] -> (tc,tc) metric component Gamma[1] -> (tc,t0) metric component Gamma[2] -> (tc,t3) metric component Gamma[3] -> (t0,t0) metric component Gamma[4] -> (t0,t3) metric component Gamma[5] -> (t3,t3) metric component For spinBCV searches, (in 4 dimensions) Gamma[0,...,9] would be required More... | |
CoordinateSpace | space |
The enum describing the coordinate space in which the metric is computed. More... | |
REAL8 InspiralMetric::G00 |
00-component of the metric in \((\tau_0,\tau_{2(3)})\) coordinates
Definition at line 236 of file LALInspiralBank.h.
REAL8 InspiralMetric::G11 |
11-component of the metric in \((\tau_0,\tau_{2(3)})\) coordinates
Definition at line 237 of file LALInspiralBank.h.
REAL8 InspiralMetric::G01 |
01-component of the metric in \((\tau_0,\tau_{2(3)})\) coordinates
Definition at line 238 of file LALInspiralBank.h.
REAL8 InspiralMetric::g00 |
00-component of the diagonalised metric
Definition at line 240 of file LALInspiralBank.h.
REAL8 InspiralMetric::g11 |
11-component of the diagonalised metric
Definition at line 241 of file LALInspiralBank.h.
REAL8 InspiralMetric::theta |
Angle from tau0 to semi-major axis of the ellipse.
Definition at line 242 of file LALInspiralBank.h.
REAL4 InspiralMetric::Gamma[10] |
3d metric co-efficients in \((t_C, \tau_0,\tau_{2(3)})\) coordinates; Gamma[6] is a vector that stores the upper triangular part of the metric in the space of parameters; For time domain searches, Gamma[0,...,5] stores the following information :
Gamma[0] -> (tc,tc) metric component
Gamma[1] -> (tc,t0) metric component
Gamma[2] -> (tc,t3) metric component
Gamma[3] -> (t0,t0) metric component
Gamma[4] -> (t0,t3) metric component
Gamma[5] -> (t3,t3) metric component
For spinBCV searches, (in 4 dimensions) Gamma[0,...,9] would be required
Definition at line 244 of file LALInspiralBank.h.
CoordinateSpace InspiralMetric::space |
The enum describing the coordinate space in which the metric is computed.
Definition at line 256 of file LALInspiralBank.h.