In high temperature tokamak regimes, the m = 1 reconnecting mode is go
verned by two fluid effects associated with the electron skin-depth d(
e) = c/omega(pe) and the ion sound radius rho(s) = c(s)/Omega(ci). To
clarify the early nonlinear dynamics of this mode, numerical simulatio
ns of a two fluid model are presented. To simulate physically reasonab
le parameters in a tokamak geometry, an efficient approach is used in
which only a narrow layer surrounding the q = 1 surface and m = 1 magn
etic island must be simulated. In the usual tokamak case rho(s)>d(e),
as well as the limit rho(s) = 0, the early nonlinear growth of the mod
e is faster than exponential due a broadening of the flow layer. This
broadening appears to result from tension in the magnetic field lines,
which acts to pull the layer open as the island grows. (C) 1996 Ameri
can Institute of Physics.