It has recently been shown that there is a well defined upper limit to the
rate of magnetic merging for two-dimensional flux pile-up solutions. This r
ate, derived by equalizing the dynamic and magnetic pressures in the reconn
ection region and saturating the magnetic field in the current layer, leads
to a significant enhancement of the classical Sweet-Parker merging limit.
In this study we explore optimal merging rates in the case of three-dimensi
onal fan and spine reconnection solutions. The ideas of optimization and sa
turation are first illustrated using an exact fan solution. We go on to sho
w that while spine solutions seem ineffective as flare release mechanisms,
optimized fan solutions have energy release characteristics typical of mode
st events.