A previous paper was devoted to the discussion of a mew version of sto
chastic electrodynamics (SED) and to the study of the conditions under
which quantum mechanics can be derived from it, in the radiationless
approximation. In this paper further effects on matter due to the zero
point field are studied, such as atomic stability, radiative transitio
ns, the Lamb shift, etc., and are shown to be correctly described by t
he proposed version of SED. Also, a detailed energy-balance condition
and a fluctuation-dissipation relation are established; it is shown in
particular that equilibrium is attained only with a field spectrum si
milar to omega(3). The proposed approach to shown to suggest an unders
tanding of quantum mechanics as a kind of limit-cycle theory. Finally,
a brief discussion is included about the nonchaotic behavior of the (
bounded) SED system in the quantum regime, as measured by Lyapunov exp
onents.