  The discrete Efimov scaling behavior, well-known in the low-energy spectrum
of three-body bound systems for large scattering lengths (unitary limit), is
identified in the energy dependence of atom-molecule elastic cross-section in
mass imbalanced systems. That happens in the collision of a heavy atom with
mass $m_H$ with a weakly-bound dimer formed by the heavy atom and a lighter one
with mass $m_L \ll m_H$. Approaching the heavy-light unitary limit the $s-$wave
elastic cross-section $\sigma$ will present a sequence of zeros/minima at
collision energies following closely the Efimov geometrical law. Our results
open a new perspective to detect the discrete scaling behavior from low-energy
scattering data, which is timely in view of the ongoing experiments with
ultra-cold binary mixtures having strong mass asymmetries, such as Lithium and
Caesium or Lithium and Ytterbium.
