  We analyze the thermal phases of a non critical holographic model of QCD. The
model is based on a six dimensional background of $N_c$ non extremal D4 branes
wrapping a spacial circle of radius $R$ and the compactified Euclidean time
direction of radius $\beta=1/T$. We place in this background stacks of $N_f$ D4
and anti-D4 flavor probe branes with a separation distance $L$ at large radial
direction. %The dual theory is a 4+1 dimensional $SU(N_c)$ gauge theory
%compactified on a radius $R$ with anti-periodic boundary conditions for the
fermions. The analysis of the DBI effective action yields the following phase
diagram: At low temperature the system is in a confining phase with broken
chiral symmetry. In the high temperature deconfining phase chiral symmetry can
be either restored for $L>L_c=1.06 R$ or broken for $L<L_c$. All of these phase
transitions are of first order. We analyze the spectrum of the low-spin and
high-spin mesons. High spin mesons above certain critical angular momentum
``melt''. We detect (no) drag for (mesons) quarks moving in hot quark-gluon
fluid. The results resemble the structure and properties of the thermal
Sakai-Sugimoto model derived in hep-th/0604161.
