We investigate the hypothesis that all chromospheric eruptions are man
ifestations of a common magneto-hydrodynamic phenomenon occurring on d
ifferent scales: the acceleration of chromospheric plasma driven by lo
calized magnetic reconnection. Our approach is to perform 2.5-dimensio
nal numerical simulations of shear-induced reconnection in a potential
magnetic held with a central X-point above the photosphere, embedded
in a model chromosphere with solar gravity and numerical resistivity.
Calculations with two values of the foot-point displacement were perfo
rmed by applying a localized body-force duration twice as long in one
case as in the other; after the shearing was discontinued, the system
was allowed to relax for an additional interval. For the stronger shea
r, the initial X-point lengthens upward into a current sheet which rec
onnects gradually for a while but then begins to undergo multiple tear
ing. Thereafter, several magnetic islands develop in sequence, move to
ward the ends of the sheet, and disappear through reconnection with th
e overlying or underlying field. During the relaxation stage, a new qu
asi-equilibrium state arises with a central magnetic island. We also p
erformed a reference calculation with the stronger shear but with grea
tly reduced numerical resistivity along the boundary where the X-point
and subsequent current sheet are located. This simulation confirmed o
ur expectations for the system evolution in the ideal limit: the curre
nt sheet becomes much longer, without significant reconnection. For th
e weaker shear, a much shorter sheet forms initially which then shrink
s smoothly through reconnection to yield an X-point relocated above it
s original position, quite distinct from the final state of the strong
-shear case. After reviewing the dynamics and plasma properties as wel
l as the evolving magnetic topology, we conclude that geometry, shear
strength, and local resistivity must determine the dynamic signatures
of chromospheric eruptions. Our model reproduces such fundamental obse
rved features as intermittency and large velocities, as well as the ap
proximately concurrent appearance of oppositely directed flows. We als
o find that reconnection in the vertical current sheet is more consist
ent with Sweet-Parker reconnection theory, while the rapid interaction
between the magnetic islands and the background field better approxim
ates the Petschek process.