More pulsation modes
The spherical harmonics of even more pulsation modes.
The pulsation modes of oscillating stars are a combination of spherical harmonics $ Y^m_l $ together with a time dependence $exp(i\omega t$). This page shows the resulting modes for different values of the spherical degree $l$ and azimuthal order $m$. Please contact me if you want to use any of my artwork. Higher resolution or specific $l$-$m$ combinations are available on request.
$l=0$
$m=0$
$l=1$
$m=-1$
$l=1$
$m=0$
$l=1$
$m=1$
$l=2$
$m=0$
$l=2$
$m=1$
$l=2$
$m=2$
$l=3$
$m=-3$
$l=3$
$m=-2$
$l=3$
$m=-1$
$l=3$
$m=0$
$l=4$
$m=0$
$l=4$
$m=2$
$l=5$
$m=-3$
$l=5$
$m=0$
$l=6$
$m=-4$
$l=7$
$m=5$
$l=8$
$m=0$
$l=9$
$m=2$
$l=10$
$m=7$
$l=11$
$m=10$
$l=12$
$m=-6$
$l=13$
$m=-9$
The spherical harmonics of even more pulsation modes.
The pulsation modes of oscillating stars are a combination of spherical harmonics $ Y^m_l $ together with a time dependence $exp(i\omega t$). This page shows the resulting modes for different values of the spherical degree $l$ and azimuthal order $m$. Please contact me if you want to use any of my artwork. Higher resolution or specific $l$-$m$ combinations are available on request.
$l=0$
$m=0$
$l=1$
$m=-1$
$l=1$
$m=0$
$l=1$
$m=1$
$l=2$
$m=0$
$l=2$
$m=1$
$l=2$
$m=2$
$l=3$
$m=-3$
$l=3$
$m=-2$
$l=3$
$m=-1$
$l=3$
$m=0$
$l=4$
$m=0$
$l=4$
$m=2$
$l=5$
$m=-3$
$l=5$
$m=0$
$l=6$
$m=-4$
$l=7$
$m=5$
$l=8$
$m=0$
$l=9$
$m=2$
$l=10$
$m=7$
$l=11$
$m=10$
$l=12$
$m=-6$
$l=13$
$m=-9$
The pulsation modes of oscillating stars are a combination of spherical harmonics $ Y^m_l $ together with a time dependence $exp(i\omega t$). This page shows the resulting modes for different values of the spherical degree $l$ and azimuthal order $m$. Please contact me if you want to use any of my artwork. Higher resolution or specific $l$-$m$ combinations are available on request.
$l=0$
$m=0$
$m=0$
$l=1$
$m=-1$
$m=-1$
$l=1$
$m=0$
$m=0$
$l=1$
$m=1$
$m=1$
$l=2$
$m=0$
$m=0$
$l=2$
$m=1$
$m=1$
$l=2$
$m=2$
$m=2$
$l=3$
$m=-3$
$m=-3$
$l=3$
$m=-2$
$m=-2$
$l=3$
$m=-1$
$m=-1$
$l=3$
$m=0$
$m=0$
$l=4$
$m=0$
$m=0$
$l=4$
$m=2$
$m=2$
$l=5$
$m=-3$
$m=-3$
$l=5$
$m=0$
$m=0$
$l=6$
$m=-4$
$m=-4$
$l=7$
$m=5$
$m=5$
$l=8$
$m=0$
$m=0$
$l=9$
$m=2$
$m=2$
$l=10$
$m=7$
$m=7$
$l=11$
$m=10$
$m=10$
$l=12$
$m=-6$
$m=-6$
$l=13$
$m=-9$
$m=-9$