Abstract:
The Fréedericksz effect consisting in the reorientation of liquid crystal molecules in an extended layer under the action of inhomogeneous electric field is simulated in the paper. The constitutive equations for tangential stress, angular velocity, and electric potential are obtained from the equations of a simplified dynamic model of a 5CB nematic liquid crystal in the acoustic approximation. The algorithm for numerical solution of the constitutive equations is constructed on the basis of finite-difference schemes. The algorithm is implemented with the use of CUDA technology for computers with graphics accelerators.
Keywords:liquid crystal, dynamics, electric potential, Fréedericksz effect, method of straight lines, Laplace equation, parallel programming, CUDA technology.
UDC:519.688
Received: 18.05.2023 Received in revised form: 01.11.2023 Accepted: 14.02.2024