The solar coronal heating problem is an open question since 1939. One
proposed model for the transport and release of mechanical energy generated in
the sub-phorospheric layers and photosphere is the nanoflare model that
incorporates Ohmic heating which releases a part of the energy stored in the
magnetic field via magnetic reconnection. The problem with the verification of
this model is that we cannot resolve observationally small scale events.
Histograms of observable characteristics of flares, show powerlaw behavior, for
both energy release rate, size and total energy. Depending on the powerlaw
index of the energy release, nanoflares might be an important candidate for
coronal heating; we seek to find that index. In this paper, we employ a
numerical 3D-MHD simulation produced by the numerical code Bifrost, and a new
technique to identify the 3D heating events at a specific instant. The quantity
we explore is the Joule heating, which is explicitly correlated with the
magnetic reconnection because depends on the curl of the magnetic field. We are
able to identify 4136 events in a volume $24 \times 24 \times 9.5 \
\textrm{Mm}^3(i.e.768 \times 786 \times 331$ grid cells) of a specific
snapshot. We find a powerlaw slope of the released energy per second, and two
powerlaw slopes of the identified volume. The identified energy events do not
represent all the released energy, but of the identified events, the total
energy of the largest events dominate the energy release. Most of the energy
release happens in the lower corona, while heating drops with height. We find
that with a specific identification method that large events can be resolved
into smaller ones, but at the expense of the total identified energy releases.
The energy release which cannot be identified as an event favours a low energy
release mechanism.Comment: 10 pages, 7 figure