The obtained rate, however, can be modified substantially at low energies by including the correction of the outgoing

electron wave due to the Coulomb field.

The

electron wave functions are decomposed in a plane wave basis.

The

electron wave function is more firmly localized inside the QD with decreasing the dot radius, and the Coulomb interaction between the electron and the impurity ion is enhanced, so the donor binding energy increases correspondingly.

In order to obtain the

electron wave vector in the dot and barrier regions, the left side of (2) and (3), cos(q[xi]D[xi]), can be expressed as a function f([E.sub.[xi]]) of energy [E.sub.[xi]] [14].

Based on the two analogies described previously, one can consider the brain as the crystal and the stream of consciousness (or its contents) as the

electron wave field inside the brain.

However, Quantum mechanics says that the

electron wave nature will allow it to tunnel through the barrier.

In order to rationalize the observed trends, we have investigated the dynamics of electron in the thin film, namely, the spatiotemporal propagation of the

electron wave packets and the corresponding classical trajectories obtained, respectively, by the Maxwell-Schrodinger and Maxwell-Newton schemes.

Section 3 is devoted to the calculations of

electron wave function at finite temperature.

When we try to look at the spread-out

electron wave, it collapses into a definite particle, but when we are not looking it keeps its options open.

For these purposes simple and exact methods to calculate the electron spectrum in quantum structures and the

electron wave functions are of great interest.

The connectivity in their flow, Yazdani said, stems from a special form of

electron wave that seemingly alters the pattern of flow around any imperfection.