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Distributions of formation energies - the weak bond model

3 Distributions of formation energies - the weak bond model [Pg.185]

The thermodynamic model in the previous section neglects the distribution of formation and gap state energies and the specific processes by which weak bonds are converted into defects. The analysis can be reformulated to take into account the distributions by generalizing expression (6.24), [Pg.185]

A physical model for the formation energies is more easily addressed for undoped a-Si H because the dopants do not have to be included. The origin of the distribution is the disorder of the silicon network. Defect generation is expected to occur when a silicon-silicon bond [Pg.185]

The weak bond model assumes that the terms in the square bracket in Eq. (6.39) are negligible, so that [Pg.186]

The distribution of formation energies therefore follows the density of valence band tail states. The dangling bond energy level is estimated to be about 0.8 eV above the valence band mobility edge and the band tail extends at least 0.5 eV into the gap, so that the energies are reasonably consistent with the known defect densities. The only justification for the model is that the creation of the defect occurs without a large [Pg.186]




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Bond formation energy

Bonded models

Bonding 0=0 bond weakness

Bonding, weak

Bonding, weak bonds

Distribution models

Distribution of bond

Distribution, of energy

Energy distribution

Energy of formation

Formation energy

Formation modeling

Formation of bonds

Formation of the 4,5 bond

Model distributed

Model formation

Modeling distribution

Modeling of distributions

Models, bonding

Weak bond model

Weak bonds

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