Abstract

AbstractAmorphous materials are being described by increasingly powerful computer simulations, but new approaches are still needed to fully understand their intricate atomic structures. Here, we show how machine‐learning‐based techniques can give new, quantitative chemical insight into the atomic‐scale structure of amorphous silicon (a‐Si). We combine a quantitative description of the nearest‐ and next‐nearest‐neighbor structure with a quantitative description of local stability. The analysis is applied to an ensemble of a‐Si networks in which we tailor the degree of ordering by varying the quench rates down to 1010 K s−1. Our approach associates coordination defects in a‐Si with distinct stability regions and it has also been applied to liquid Si, where it traces a clear‐cut transition in local energies during vitrification. The method is straightforward and inexpensive to apply, and therefore expected to have more general significance for developing a quantitative understanding of liquid and amorphous states of matter.

Highlights

  • Amorphous materials are being described by increasingly powerful computer simulations, but new approaches are still needed to fully understand their intricate atomic structures

  • The analysis is applied to an ensemble of amorphous silicon (a-Si) networks in which we tailor the degree of ordering by varying the quench rates down to 1010 K sÀ1

  • Our approach associates coordination defects in a-Si with distinct stability regions and it has been applied to liquid Si, where it traces a clear-cut transition in local energies during vitrification

Read more

Summary

These are not the final page numbers!

Clearly dissimilar to those in c-Si, and the NNNs even more so (Table 1). We consider the energies of the individual atoms, a crucial piece of information that cannot be obtained from DFT computations, which yield the total energy for the entire cell. Atomic energies are directly included in many ML-based interatomic potentials by construction.[6,18] In the Gaussian approximation potential (GAP) framework

NN kernel NNN kernel
Conflict of interest
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call