Interactive GW

\( \mathbf{\iota} \) 0°

Inclination angle between the orbital angular momentum direction at the reference epoch and the line-of-sight to the observer.
The complex strain (\(h =h_+ -i h_\times \)) evaluated at (\(\iota, \pi/2 - \phi_{ref}\)) on the sky of the reference frame is returned.

\( \mathbf{\phi_{ref}} \) 0°

The azimuthal angle on the sky of the source frame following the LAL convention.
The complex strain (\(h =h_+ -i h_\times \)) evaluated at (\(\iota, \pi/2 - \phi_{ref}\)) on the sky of the reference frame is returned.

\( \textbf{q} \) 2.4

Mass ratio, \(q = \frac{m_A}{m_B} , q \ge 1\)
\(m_A\): mass of heavier BH, and,
\(m_B\): mass of lighter BH

\( \mathbf{\chi^A_x} \) 0

x-component of dimensionless spin vector of the heavier black hole

\( \mathbf{\chi^A_y} \) 0.5

y-component dimensionless spin vector of the heavier black hole

\( \mathbf{\chi^A_z} \) 0.6

z-component dimensionless spin vector of the heavier black hole

\( \mathbf{\chi^B_x} \) 0.3

x-component dimensionless spin vector of the lighter black hole

\( \mathbf{\chi^B_y} \) -0.3

y-component dimensionless spin vector of the lighter black hole

\(\mathbf{\chi^B_z} \) 0.5

z-component dimensionless spin vector of the lighter black hole

\( \mathbf{t_{min}} \) -200

Start time of the zoomed plot on the right

\( \mathbf{t_{max}} \) 50

End time of the zoomed plot on the right