Weyl formulae for some singular metrics with application to acoustic modes in gas giants
Weyl formulae for some singular metrics with application to acoustic modes in gas giants
This paper is motivated by recent works on inverse problems for acoustic wave propagation in the interior of gas giant planets. In such planets, the speed of sound is isotropic and tends to zero at the surface. Geometrically, this corresponds to a Riemannian manifold with boundary whose metric blows up …