Chaos around the separatrices of resonant chains during the reconnecti
on process in Tokamaks with non-monotonic profiles is analysed. To cha
racterize the extension of chaos in the system. we estimate the conver
gence of the chaotic lines by computing the winding number profiles in
the neighborhood of the separatrices. Same simulations were performed
and we have detected, for these non-twist mappings, a reduction of ch
aos during the reconnection process. A theoretical interpretation base
d on the overlapping of resonance pictures is proposed in order to exp
lain the decrease of chaos. These results may contribute to interpret
the recently observed improvement in reversal magnetic shear in Tokama
ks. (C) 1997 Elsevier Science Ltd.