  We show that Schwarzschild black hole solutions in asymptotically Anti-de
Sitter (AdS) and de Sitter (dS) spaces may, up to a conformal factor, be
reproduced in the framework of analogue gravity. The aforementioned derivation
is performed using relativistic and non-relativistic Bose-Einstein condensates.
In addition, we demonstrate that the (2+1) planar AdS black hole can be mapped
into the non-relativistic acoustic metric. Given that AdS black holes are
extensively employed in the gauge/gravity duality, we then comment on the
possibility to study the AdS/CFT correspondence and gravity/fluid duality from
an analogue gravity perspective.
