  Using the framework of effective field theory, we present a detailed study of
the Efimov effect in higher partial waves for systems of two identical
particles and a third distinguishable particle. Depending on the total angular
momentum $L$, the two identical particles must be bosons or fermions. We derive
analytical expressions for the elastic and inelastic atom-dimer scattering
cross sections as well as the atom-dimer relaxation rate at the dimer breakup
threshold. For the experimentally most relevant case of P-waves, we numerically
calculate the atom-dimer scattering cross sections and relaxation rates as a
function of the scattering length, three-body parameter, and mass ratio for
energies away from the breakup threshold.
