Sentence examples for field crystal from inspiring English sources

We study two-dimensional grain growth at the nanoscale using the phase field crystal (PFC) model.

Phase field crystal model is used for studying the grain boundary premelting system under an applied strain at high temperature.

In this paper we present and compare two unconditionally energy stable finite-difference schemes for the phase field crystal equation.

Here, we adopt a phase field crystal (PFC) model to predict the equilibrium structures as well as dynamic formation of GBs in CVD-grown graphene.

In this paper, we develop a series of linear, unconditionally energy stable numerical schemes for solving the classical phase field crystal model.

We present and discuss the development of an unconditionally stable algorithm used to solve the evolution equations of the phase field crystal (PFC) model.

We propose numerical methods based on a new convex splitting for the phase-field crystal equation.

Using the phase-field crystal model, we investigate the orientation selection of the cubic dendrite growth at the atomic scale.

The phase-field crystal equation derived from the Swift Hohenberg energy functional is a sixth order nonlinear equation.

Numerical tests indicate that the proposed convex splitting is a good choice for numerical methods of the phase-field crystal equation.

The structural and electronic properties as well as bonding features were investigated systematically by using ab initio self-consistent-field crystal orbital method based on density functional theory.