re model of transistor
but there is no (ro) in emitter follower configuration 


That is not true!

Here is the small signal equivalent model of a common collector (or emitter follower):



This picture was found here.

Note how \$r_O\$ is present.

You would be correct in the sense that the influence of \$r_O\$ is much less if we compare the influence that the same value \$r_O\$ would have in a common emitter circuit:



This is not immediately obvious from the circuit itself but becomes clear when we determine the output impedance of these amplifiers.

The output impedance of the common collector is around 1/gm which is usually a much smaller value than \$r_O\$. So in most cases, we can ignore the influence of \$r_O\$.

The output impedance of the common emitter is around \$R_L // r_O\$ so when \$R_L\$ has a value that is in a similar order of magnitude as \$r_O\$ or higher, then the output impedance is mainly determined by \$r_O\$ and we cannot ignore it.


  then why different re models


The models aren't different, the small signal model of the bipolar transistor stays the same. But the influence of the components in the model changes when you use the transistor in different configurations (CE, CC or CB).