  We investigate the properties of rotating asymptotically flat black ring
solutions in five-dimensional Einstein-Maxwell-dilaton gravity with the
Kaluza-Klein coupling. Within the quasilocal formalism, the balance condition
for these solutions is derived by using the conservation of the renormalized
boundary stress-energy tensor, which is a new method proposed by Dumitru
Astefanesei and his collaborators. We also study the thermodynamics of
unbalanced black rings. The conserved charges and the thermodynamical
quantities are computed. Due to the existence of a conical singularity in the
boundary, these quantities differ from the original regular ones. It is shown
that the Smarr relation and the quantum statistical relation are still
satisfied. However, we get an extra term in the first law of thermodynamics. As
the balance condition is imposed this extra term vanishes.
